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		<title>Apa Itu PPN? Yuk Simak : Pajaknesia.id #1</title>
		<link>https://pajaknesia.id/apa-itu-ppn-yuk-simak-pajaknesia-id-1/</link>
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		<pubDate>Thu, 30 May 2024 09:22:06 +0000</pubDate>
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		<category><![CDATA[cara lapor spt badan]]></category>
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					<description><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/apa-itu-ppn-yuk-simak-pajaknesia-id-1/">Apa Itu PPN? Yuk Simak : Pajaknesia.id #1</a></p>
<p>ppn adalah APA ITU PPN? Download Aplikasi izinesia untuk memudahkan cara menghitung tarif pajak Cara Menghitung PPN (jasa pengurusan pajak pajaknesia.id) Pengertian PPN Pajak Pertambahan Nilai (PPN) merupakan pajak yang dikenakan atas setiap barang dan jasa yang memiliki pertambahan nilai dalam peredarannya dari konsumen dan produsen. PPN disebut juga Value Added Tax (VAT) atau Goods and [&#8230;]</p>
<p>Artikel <a href="https://pajaknesia.id/apa-itu-ppn-yuk-simak-pajaknesia-id-1/">Apa Itu PPN? Yuk Simak : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/apa-itu-ppn-yuk-simak-pajaknesia-id-1/">Apa Itu PPN? Yuk Simak : Pajaknesia.id #1</a></p>
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					<h1 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/apa-itu-ppn-adalah/">ppn adalah</a></h1>				</div>
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					<p class="elementor-heading-title elementor-size-default">APA ITU PPN?</p>				</div>
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					<p class="elementor-heading-title elementor-size-default">Download Aplikasi izinesia untuk memudahkan cara menghitung tarif pajak </p>				</div>
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															<img decoding="async" width="1024" height="877" src="https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten-1024x877.jpg" class="attachment-large size-large wp-image-12594" alt="aplikasi pembukuan toko jasa konsultan pengurusan pajak murah konsultasi pendampingan perhitungan pelaporan pribadi badan hukum pkp pt cv umkm yayasan terbaik jakarta bandung bogor tangerang bekasi banten aplikasi pembukuan keuangan" srcset="https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten-1024x877.jpg 1024w, https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten-300x257.jpg 300w, https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten-768x658.jpg 768w, https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten.jpg 1080w" sizes="(max-width: 1024px) 100vw, 1024px" />															</div>
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									<p><strong>Cara Menghitung PPN (</strong><a href="https://pajaknesia.id/jasa-konsultan-pengurusan-pajak-murah-efaktur/" target="_blank" rel="noopener">jasa pengurusan pajak</a><strong> pajaknesia.id)</strong></p><p><strong>Pengertian PPN</strong></p><p>Pajak Pertambahan Nilai (PPN) merupakan pajak yang dikenakan atas setiap barang dan jasa yang memiliki pertambahan nilai dalam peredarannya dari konsumen dan produsen. PPN disebut juga Value Added Tax (VAT) atau Goods and Service Tax (GST).</p><p>PPN merupakan jenis pajak tidak langsung karena iuran pajaknya disetorkan oleh pihak lain atau pedagang yang bukan penanggung pajak. Dengan kata lain, penanggung pajak tidak perlu menyetorkan langsung pajak yang ditanggungnya.</p><p><strong>Pemungutan, Penyetoran, dan Pelaporan PPN Dilakukan oleh Pengusaha Kena Pajak (PKP)</strong></p><p><strong>Pihak yang berhak memungut PPN</strong> adalah pengusaha yang sudah dikukuhkan sebagai Pengusaha Kena Pajak (PKP). PKP bisa orang pribadi maupun badan yang memiliki jumlah penjualan barang atau jasa lebih dari Rp4,8 miliar per tahun.</p><p>Agar dikukuhkan menjadi Pengusaha Kena Pajak (PKP), maka seorang pengusaha, baik itu wajib pajak pribadi ataupun wajib pajak badan harus memenuhi syarat subjektif dan objektif sebagai syarat menjadi Pengusaha Kena Pajak (PKP). Adapun poin-poin dalam syarat subjektif dan objektif adalah sebagai berikut:</p><ol><li>Syarat objektif</li></ol><p>Syarat objektif dalam peraturan perpajakan merinci mengenai gambaran kegiatan usaha, yakni sebagai berikut:</p><ol><li>Mengisi formulir pengajuan PKP (formulir di-cap jika permohonan adalah badan usaha)</li><li>Fotokopi Kartu Tanda Penduduk (KTP) Direktur atau Pemilik Usaha</li><li>Fotokopi Nomor Pokok Wajib Pajak (NPWP) Direktur atau Pemilik Usaha</li><li>Fotokopi NPWP perusahaan</li><li>Fotokopi Surat Izin Tempat Usaha (SITU) dan Surat Izin Usaha Perdagangan (SIUP)</li><li>Fotokopi Nomor Pokok Wajib Pajak Daerah (NPWPD) dan Tanda Daftar Perusahaan (TDP)</li><li>Fotokopi akta perusahaan</li><li>Surat kuasa bermaterai (jika pengurusan selain direktur atau pimpinan)</li><li>Syarat subjektif</li></ol><p>Syarat subjektif dalam peraturan perpajakan merinci mengenai gambaran kegiatan usaha, yakni sebagai berikut:</p><ol><li>Laporan keuangan bulan terakhir (neraca atau laporan laba rugi)</li><li>Daftar aset perusahaan secara terperinci</li><li>Foto tempat kegiatan usaha</li><li>Denah lokasi kegiatan usaha</li></ol>								</div>
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									<p>Dalam PPN, dikenal juga istilah pajak keluaran dan pajak masukan. Pajak keluaran merupakan PPN yang dipungut saat PKP menjual Barang Kena Pajak (BKP)/Jasa Kena Pajak (JKP). Sedangkan pajak masukan adalah PPN yang dibayarkan ketika PKP membeli, memperoleh Barang Kena Pajak (BKP)/Jasa Kena Pajak (JKP).</p><p><strong>Pelaporan PPN</strong> dilakukan oleh PKP paling lambat pada akhir bulan berikutnya dan bisa di laporkan melewati https://web-efaktur.pajak.go.id/.</p><p><strong>Tarif PPN</strong></p><p>Setiap jenis pajak memiliki tarif pajaknya masing-masing. Begitupun dengan PPN. Tarif PPN sebagai berikut:</p><ol><li>Tarif umum 11% untuk penyerahan dalam negeri</li><li>Tarif khusus 0% diterapkan atas ekspor Barang Kena Pajak (BKP) berwujud maupun tidak berwujud, dan ekspor Jasa Kena Pajak (JKP).</li><li>Tarif Pajak sebesar 11% dapat berubah menjadi lebih rendah, yaitu 5% dan paling tinggi 15% sebagaimana diatur oleh Peraturan Pemerintah.</li></ol><p><strong>Cara Menghitung PPN</strong></p><p>Untuk menghitung PPN, kita harus menggunakan rumus yakni: <strong>tarif PPN x Dasar Pengenaan Pajak (DPP) atau 10% x DPP</strong>. Agar lebih mudah memahami penggunaan tarif tersebut, mari kita lihat bersama contoh kasus di bawah ini:</p><p>Contoh:</p><ol start="20"><li>Eka merupakan PKP yang menjual BKP pada PT. Indah dengan harga Rp20.000.000. Maka, PPN terutang yang perlu disetorkan adalah:</li></ol><p><strong>PPN terutang: 11% x Rp20.000.000 = Rp2.200.000</strong></p><p>Jadi, PPN Rp 2.200.000 menjadi pajak keluaran yang dipungut PT. Eka dari PT Indah adalah Rp 2.000.000.</p><p><strong>Dasar Hukum PPN</strong></p><p>Dasar hukum atas pengenaan PPN adalah Undang-Undang Nomor 42 Tahun 2009. Dalam UU PPN tersebut diatur hal-hal yang berkaitan dengan PPN seperti objek PPN, tarif PPN, tata cara penyetoran dan pelaporan, dan sebagainya.</p><p><strong>Objek PPN</strong></p><p>Berikut ini objek-objek yang dikenakan PPN:</p><ol><li>Penyerahan BKP dan/atau JKP di dalam daerah pabean yang dilakukan pengusaha.</li><li>Impor BKP.</li><li>Pemanfaatan BKP tidak berwujud dari luar daerah pabean di dalam daerah pabean.</li><li>Pemanfaatan JKP dari luar daerah pabean di dalam daerah pabean.</li><li>Ekspor BKP berwujud atau tidak berwujud dan ekspor JKP oleh PKP.</li><li>Ekspor JKP oleh PKP.</li></ol><p><strong>Kesimpulan</strong></p><p>PPN merupakan pajak yang dikenakan atas setiap barang dan jasa yang memiliki pertambahan nilai dalam peredarannya dari konsumen dan produsen.</p><p>Tarif PPN, sebagai berikut:</p><ol><li>Tarif umum 11% untuk penyerahan dalam negeri</li><li>Tarif khusus 0% diterapkan atas ekspor Barang Kena Pajak (BKP) berwujud maupun tidak berwujud, dan ekspor Jasa Kena Pajak (JKP).</li><li>Tarif Pajak sebesar 11% dapat berubah menjadi lebih rendah, yaitu 5% dan paling tinggi 15% sebagaimana diatur oleh Peraturan Pemerintah.</li></ol><p><strong>Cara menghitung PPN: Tarif PPN x Dasar Pengenaan Pajak (DPP) atau 11% x Dasar Pengenaan Pajak (DPP)</strong></p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/apa-itu-ppn-adalah/">ppn adalah</a>, <a href="https://eduthama.com/bimbel-cpns-jakarta-bogor-depok-tangerang-bekasi-bandung-murah-terbaik/">BIMBEL CPNS</a>,<a href="https://eduthama.com/bimbel-cpns-jakarta-bogor-depok-tangerang-bekasi-bandung-murah-terbaik/">Bimbel CPNS di Jakarta Bogor Depok Tangerang Selatan Bekasi BSD Bintaro Bandung murah terbaik</a>, <a href="https://eduthama.com">bimbel masuk ptn</a>, <a href="https://eduthama.com">bimbel masuk ui</a>, <a href="https://eduthama.com/bimbel-les-privat-masuk-ptn-murah-terbaik/">BIMBEL LES PRIVAT PERSIAPAN MASUK PTN TERBAIK</a>, <a href="https://eduthama.com">bimbel masuk ptn</a>, <a href="https://eduthama.com">bimbel masuk ui</a>, <a href="https://eduthama.com/bimbel-les-privat-masuk-ui-murah-terbaik/">bimbel masuk ui</a>, <a href="https://pajaknesia.id/cara-pelaporan-spt-tahunan-orang-pribadi-beserta-contoh-penjelasan/">CARA LAPOR SPT TAHUNAN ORANG PRIBADI</a>, <a href="https://pajaknesia.id/cara-lapor-spt-badan/">CARA MENGHITUNG PPH 21</a>, <a href="https://pajaknesia.id/cara-lapor-spt-badan/">CARA HITUNG PPH 21</a></h2>				</div>
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					<h3 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/apa-itu-ppn-adalah/">ppn adalah</a></h3>				</div>
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		<p>Artikel <a href="https://pajaknesia.id/apa-itu-ppn-yuk-simak-pajaknesia-id-1/">Apa Itu PPN? Yuk Simak : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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		<title>Rumus Menghitung PPN : Pajaknesia #1</title>
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		<pubDate>Thu, 30 May 2024 08:52:58 +0000</pubDate>
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					<description><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/rumus-menghitung-ppn/">Rumus Menghitung PPN : Pajaknesia #1</a></p>
<p>rumus menghitung ppn Rumus Menghitung PPN Download Aplikasi izinesia untuk memudahkan cara menghitung tarif pajak Bagaimana Sih Rumus Menghitung Pajak Pertambahan Nilai? (Jasa Konsultan pajak) Pajaknesia.id Pengertian PPN Pajak Pertambahan Nilai (PPN) merupakan pajak yang dikenakan atas setiap barang dan jasa yang memiliki pertambahan nilai dalam peredarannya dari konsumen dan produsen. PPN disebut juga Value [&#8230;]</p>
<p>Artikel <a href="https://pajaknesia.id/rumus-menghitung-ppn/">Rumus Menghitung PPN : Pajaknesia #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/rumus-menghitung-ppn/">Rumus Menghitung PPN : Pajaknesia #1</a></p>
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									<p><strong>Pengertian PPN</strong></p><p>Pajak Pertambahan Nilai (PPN) merupakan pajak yang dikenakan atas setiap barang dan jasa yang memiliki pertambahan nilai dalam peredarannya dari konsumen dan produsen. PPN disebut juga Value Added Tax (VAT) atau Goods and Service Tax (GST).</p><p>PPN merupakan jenis pajak tidak langsung karena iuran pajaknya disetorkan oleh pihak lain atau pedagang yang bukan penanggung pajak. Dengan kata lain, penanggung pajak tidak perlu menyetorkan langsung pajak yang ditanggungnya.</p><p><strong>Pemungutan, Penyetoran, dan Pelaporan PPN Dilakukan oleh Pengusaha Kena Pajak (PKP)</strong></p><p>Pihak yang berhak memungut PPN adalah pengusaha yang sudah dikukuhkan sebagai Pengusaha Kena Pajak (PKP). PKP bisa orang pribadi maupun badan yang memiliki jumlah penjualan barang atau jasa lebih dari Rp4,8 miliar per tahun.</p><p>Hal tersebut sesuai dengan PMK Nomor 197/PMK.03/2013. Bagi pengusaha yang pendapatannya masih belum mencapai Rp4,8 M, maka tidak wajib menjadi PKP. Namun, pengusaha itu boleh memilih untuk dikukuhkan sebagai Pengusaha Kena Pajak (PKP) dengan memenuhi syarat dan ketentuan yang berlaku.</p><p>Agar dikukuhkan menjadi Pengusaha Kena Pajak (PKP), maka seorang pengusaha, baik itu wajib pajak pribadi ataupun wajib pajak badan harus memenuhi syarat subjektif dan objektif sebagai syarat menjadi Pengusaha Kena Pajak (PKP). Adapun poin-poin dalam syarat subjektif dan objektif adalah sebagai berikut:</p><ol><li>Syarat objektif</li></ol><p>Syarat objektif dalam peraturan perpajakan merinci mengenai gambaran kegiatan usaha, yakni sebagai berikut:</p><ol><li>Mengisi formulir pengajuan PKP (formulir di-cap jika permohonan adalah badan usaha)</li><li>Fotokopi Kartu Tanda Penduduk (KTP) Direktur atau Pemilik Usaha</li><li>Fotokopi Nomor Pokok Wajib Pajak (NPWP) Direktur atau Pemilik Usaha</li><li>Fotokopi NPWP perusahaan</li><li>Fotokopi Surat Izin Tempat Usaha (SITU) dan Surat Izin Usaha Perdagangan (SIUP)</li><li>Fotokopi Nomor Pokok Wajib Pajak Daerah (NPWPD) dan Tanda Daftar Perusahaan (TDP)</li><li>Fotokopi akta perusahaan</li><li>Surat kuasa bermaterai (jika pengurusan selain direktur atau pimpinan)</li><li>Syarat subjektif</li></ol><p>Syarat subjektif dalam peraturan perpajakan merinci mengenai gambaran kegiatan usaha, yakni sebagai berikut:</p><ol><li>Laporan keuangan bulan terakhir (neraca atau laporan laba rugi)</li><li>Daftar aset perusahaan secara terperinci</li><li>Foto tempat kegiatan usaha</li><li>Denah lokasi kegiatan usaha</li></ol><p>Dalam PPN, dikenal juga istilah pajak keluaran dan pajak masukan. Pajak keluaran merupakan PPN yang dipungut saat PKP menjual Barang Kena Pajak (BKP)/Jasa Kena Pajak (JKP). Sedangkan pajak masukan adalah PPN yang dibayarkan ketika PKP membeli, memperoleh Barang Kena Pajak (BKP)/Jasa Kena Pajak (JKP).</p><p><strong>Pelaporan PPN</strong> dilakukan oleh PKP paling lambat pada akhir bulan berikutnya dan bisa di laporkan melewati https://web-efaktur.pajak.go.id/.</p><p><strong>Tarif PPN</strong></p><p>Setiap jenis pajak memiliki tarif pajaknya masing-masing. Begitupun dengan PPN. Tarif PPN sebagai berikut:</p><ol><li>Tarif umum 11% untuk penyerahan dalam negeri</li><li>Tarif khusus 0% diterapkan atas penyerahan tertentu. Yaitu ekspor Barang Kena Pajak (BKP) berwujud maupun tidak berwujud, dan ekspor Jasa Kena Pajak (JKP).</li><li>Tarif Pajak dapat berubah menjadi lebih rendah, yaitu 5% dan paling tinggi 15% sebagaimana diatur oleh Peraturan Pemerintah.</li></ol><p><strong>Jenis DPP PPN</strong></p><p>DPP PPN adalah harga yang dibebankan pada penjual barang atau jasa saat transaksi atau sederhananya DPP PPN merupakan harga dari sebuah barang atau jasa yang diserahkan. Sesuai ketetapan dalam Peraturan Menteri Keuangan (PMK) yang mengatur tentang pengenaan pajak penghasilan dan PPN, jenis-jenis DPP yang dapat dijadikan dasar untuk menghitung pajak terutang PPN adalah:</p><ol><li>DPP Harga Jual</li></ol><p>Harga jual merupakan nilai uang dari semua biaya yang diminta atau yang seharusnya diminta oleh penjual karena penyerapan suatu Barang Kena Pajak (BKP). Harga jual ini tidak termasuk PPN yang dipungut menurut Undang-Undang (UU) PPN dan potongan harga yang dituliskan pada Faktur Pajak.</p><ol start="2"><li>DPP Penggantian</li></ol><p>Penggantian yang dimaksud adalah nilai uang dari semua biaya yang diminta atau yang seharusnya diminta oleh pemberi jasa karena penyerahan Jasa Kena Pajak (JKP). Nilai penggantian ini tidak termasuk PPN yang dipungut menurut UU PPN serta potongan harga yang dituliskan pada Faktur Pajak.</p><ol start="3"><li>DPP Nilai Ekspor</li></ol><p>Nilai ekspor merupakan nilai uang atas semua biaya yang diminta atau seharusnya diminta oleh eksportir.</p><ol start="4"><li>Nilai Impor</li></ol><p>Nilai impor adalah nilai berupa uang yang menjadi dasar penghitungan bea masuk ditambah pungutan lainnya yang dikenakan pajak berdasarkan ketentuan perundang-undangan pabean untuk impor Barang Kena Pajak, tidak termasuk PPN yang dipungut menurut Undang-Undang PPN.</p><ol start="5"><li>DPP Nilai Lain</li></ol><p>Nilai lain menjadi suatu nilai uang yang dipakai sebagai Dasar Pengenaan Pajak untuk penyerahan Barang Kena Pajak atau Jasa Kena Pajak. Secara umum DPP nilai lain ini diatur dalam Pasal 8A ayat (2) UU PPN, yang ketentuan detail pelaksanaannya ditetapkan melalui PMK No. 121/PMK.03/2015 tentang Perubahan Ketiga atas PMK No. 75/2010 tentang Nilai Lain sebagai Dasar Pengenaan Pajak.</p><p> </p><p> </p>								</div>
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									<p><strong style="font-size: 16px; color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif;">Cara Menghitung PPN</strong></p><p>Untuk menghitung PPN, kita harus menggunakan rumus yakni: <strong>tarif PPN x Dasar Pengenaan Pajak (DPP) atau 11% x DPP</strong>. Agar lebih mudah memahami penggunaan tarif tersebut, mari kita lihat bersama contoh kasus di bawah ini:</p><p>Contoh:</p><ol start="20"><li>Eka merupakan PKP yang menjual BKP pada PT. Indah dengan harga Rp20.000.000. Maka, PPN terutang yang perlu disetorkan adalah:</li></ol><p>PPN terutang: 11% x Rp20.000.000 = Rp2.200.000</p><p>Jadi, PPN Rp 2.200.000 menjadi pajak keluaran yang dipungut PT. Eka dari PT Indah adalah Rp 2.200.000.</p><p><strong>Dasar Hukum PPN</strong></p><p>Dasar hukum atas pengenaan PPN adalah Undang-Undang Nomor 42 Tahun 2009. Dalam UU PPN tersebut diatur hal-hal yang berkaitan dengan PPN seperti objek PPN, tarif PPN, tata cara penyetoran dan pelaporan, dan sebagainya.</p><p><strong>Objek PPN</strong></p><p>Berikut ini objek-objek yang dikenakan PPN:</p><ol><li>Penyerahan BKP dan/atau JKP di dalam daerah pabean yang dilakukan pengusaha.</li><li>Impor BKP.</li><li>Pemanfaatan BKP tidak berwujud dari luar daerah pabean di dalam daerah pabean.</li><li>Pemanfaatan JKP dari luar daerah pabean di dalam daerah pabean.</li><li>Ekspor BKP berwujud atau tidak berwujud dan ekspor JKP oleh PKP.</li><li>Ekspor JKP oleh PKP.</li></ol><p><strong>Kesimpulan</strong></p><p>PPN merupakan pajak yang dikenakan atas setiap barang dan jasa yang memiliki pertambahan nilai dalam peredarannya dari konsumen dan produsen.</p><p>Tarif PPN, sebagai berikut:</p><ol><li>Tarif umum 11% untuk penyerahan dalam negeri</li><li>Tarif khusus 0% diterapkan atas penyerahan tertentu. Yaitu ekspor Barang Kena Pajak (BKP) berwujud maupun tidak berwujud, dan ekspor Jasa Kena Pajak (JKP).</li><li>Tarif Pajak dapat berubah menjadi lebih rendah, yaitu 5% dan paling tinggi 15% sebagaimana diatur oleh Peraturan Pemerintah.</li></ol><p><strong>Cara menghitung PPN: Tarif PPN x Dasar Pengenaan Pajak (DPP) atau 11% x Dasar Pengenaan Pajak (DPP)</strong></p><p><strong> </strong></p><p>Penulis : Team Izinesia</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/rumus-menghitung-ppn/">rumus menghitung ppn terkini</a></h2>				</div>
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		<p>Artikel <a href="https://pajaknesia.id/rumus-menghitung-ppn/">Rumus Menghitung PPN : Pajaknesia #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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		<title>Contoh Soal PPNBM : Pajaknesia #1</title>
		<link>https://pajaknesia.id/contoh-soal-ppnbm-pajaknesia/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 May 2024 08:33:37 +0000</pubDate>
				<category><![CDATA[Artikel]]></category>
		<category><![CDATA[jasa konsultan pajak]]></category>
		<guid isPermaLink="false">https://pajaknesia.id/?p=16118</guid>

					<description><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/contoh-soal-ppnbm-pajaknesia/">Contoh Soal PPNBM : Pajaknesia #1</a></p>
<p>contoh soal ppnbm Contoh Soal PPnBM Download Aplikasi izinesia untuk memudahkan contoh soal PPnBM Cara Menghitung PPNBM (jasa konsultan pajak pajaknesia.id) Pengertian PPnBM  Pajak Penjualan Atas Barang Mewah (PPnBM) merupakan pajak yang dikenakan pada barang yang tergolong mewah yang dilakukan oleh produsen (pengusaha) untuk menghasilkan atau mengimpor barang tersebut dalam kegiatan usaha atau pekerjaannya. Berikut beberapa [&#8230;]</p>
<p>Artikel <a href="https://pajaknesia.id/contoh-soal-ppnbm-pajaknesia/">Contoh Soal PPNBM : Pajaknesia #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/contoh-soal-ppnbm-pajaknesia/">Contoh Soal PPNBM : Pajaknesia #1</a></p>
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					<h2 class="elementor-heading-title elementor-size-default">Download Aplikasi izinesia untuk memudahkan <a href="https://pajaknesia.id/contoh-soal-ppnbm-pajaknesia/">contoh soal PPnBM</a></h2>				</div>
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									<p><strong>Cara Menghitung PPNBM (</strong><a href="https://pajaknesia.id/jasa-konsultasi-pajak-murah-terbaik-indonesia/">jasa konsultan pajak</a><strong> pajaknesia.id)</strong></p><p><strong>Pengertian PPnBM </strong></p><p>Pajak Penjualan Atas Barang Mewah (PPnBM) merupakan pajak yang dikenakan pada barang yang tergolong mewah yang dilakukan oleh produsen (pengusaha) untuk menghasilkan atau mengimpor barang tersebut dalam kegiatan usaha atau pekerjaannya.</p><p>Berikut beberapa pertimbangan mengapa pemerintah Indonesia menganggap bahwa PPnBM sangatlah penting untuk diterapkan:</p><ol><li>Agar tercipta keseimbangan pembebanan pajak antara konsumen yang berpenghasilan rendah dan konsumen yang berpenghasilan tinggi</li><li>Untuk mengendalikan pola konsumsi atas Barang Kena Pajak yang tergolong mewah</li><li>Perlindungan terhadap produsen kecil atau tradisional</li><li>Mengamankan penerimanaan negara</li></ol><p>Prinsip Pemungutan Pajak Penjualan atas Barang Mewah ialah hanya 1 (satu) kali saja, yaitu pada saat:</p><ol><li>Penyerahan oleh pabrikan atau produsen Barang Kena Pajak yang tergolong mewah</li><li>Impor Barang Kena Pajak yang tergolong mewah</li></ol><p>Pemungutan pajak barang mewah ini sama sekali tidak memperhatikan siapa yang mengimpor maupun seberapa sering produsen atau pengusaha melakukan impor tersebut (lebih dari sekali atau hanya sekali saja)</p><p><strong>Barang yang Tergolong dalam PPnBM</strong></p><p>Menurut undang-undang, yang termasuk dalam barang mewah dan wajib pajak PPnBM adalah barang yang tergolong dalam kategori berikut:</p><ol><li>Barang tersebut tidak termasuk bahan kebutuhan pokok.</li><li>Barang tersebut hanya dikonsumsi oleh golongan masyarakat tertentu.</li><li>Barang tersebut dikonsumsi untuk menunjukkan status kekayaan semata.</li><li>Barang tersebut dikonsumsi oleh masyarakat dengan pendapatan tinggi.</li></ol><p>Jadi jika Anda merasa membeli barang yang sesuai dengan salah satu atau lebih dari kategori di atas, maka Anda diwajibkan membayar PPnBM. Menurut Undang-Undang PPN, untuk menghitung besaran PPnBM dibutuhkan Dasar Pengenaan Pajak (DPP) yang meliputi:</p><ol><li>Harga jual</li></ol><p>Nilai berupa uang termasuk semua biaya yang diminta penjual karena adanya barang kena pajak (BKP).</p><ol><li>Biaya penggantian</li></ol><p>Nilai berupa uang termasuk semua biaya penyerahan, ekspor jasa kena pajak (JKP) atau ekspor BKP tidak berwujud dan tidak termasuk dalam PPN.</p><ol><li>Nilai impor</li></ol><p>Nilai berupa uang yang diambil dari bea masuk, pungutan lain yang sudah terkena pajak, dan cukai impor BKP.</p><ol><li>Nilai ekspor</li></ol><p>Nilai berupa uang termasuk semua biaya yang dipungut oleh pihak eskportir.</p><ol><li>Nilai lainnya</li></ol><p>Nilai berupa uang dengan jumlah yang ditetapkan sebagai DPP sesuai keputusan menteri keuangan.</p><p><strong> </strong></p><p><strong>Mekanisme Pengenaan PPnBM</strong></p><p>Mekanisme pengenaan PPnBM sedikit berbeda dengan PPN. Mekanisme pemungutan Pajak Penjualan atas Barang Mewah dilakukan dengan faktur pajak sebagaimana diisyaratkan dalam pemungutan PPN. Hanya saja, bagi PPnBM tidak dikenal istilah pajak masukan, sehingga tidak dikenal sistem pengkreditan seperti dalam PPN.</p>								</div>
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															<img decoding="async" width="916" height="400" src="https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia.jpg" class="attachment-large size-large wp-image-12407" alt="jasa konsultan pengurusan pajak pribadi umkm badan hukum pembuatan pendirian pt cv yayasan koperasi pendaftaran merek izinesia pajaknesia aplikasi pembukuan keuangan" srcset="https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia.jpg 916w, https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia-300x131.jpg 300w, https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia-768x335.jpg 768w" sizes="(max-width: 916px) 100vw, 916px" />															</div>
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									<p> </p><p><strong>Rumus Perhitungan PPnBM dan PPN di Indonesia</strong></p><p>Untuk melakukan perhitungan PPnBM, sebelumnya kita harus mengetahui terlebih dahulu tentang tarif PPN dan PPnBM di Indonesia. Tarif PPN saat ini sebesar 10% yang meliputi:</p><ol><li>Ekspor BKP berwujud.</li><li>Ekspor BKP tidak berwujud.</li><li>Ekspor JKP.</li></ol><p>Sedangkan pengenaan tarif Barang Kena Pajak tergolong mewah digolongkan ke dalam beberapa kategori sebagai berikut:</p><ol><li>Tarif 10% untuk kendaraan umum kategori tertentu, alat rumah tangga, alat pendingin, hunian mewah, televisi, dan minuman non-alkohol.</li><li>Tarif 20% untuk kendaraan bermotor kategori tertentu, alat fotografi, berbagai jenis permadani, peralatan olahraga impor, dan barang.</li><li>Tarif 25% untuk kendaraan bermotor berat dan berbahan bakar solar, misalnya combi, pick up, dan minibus.</li><li>Tarif 35% untuk minuman bebas alkohol, bahan berbahan kulit impor, batu kristal, bus, dan barang pecah belah.</li></ol><p><strong>Cara Menghitung PPnBM</strong></p><p>Nah, setelah mengetahui tarif PPN dan PPnBm di atas, selanjutnya mari kita mempelajari cara perhitungan PPnBM. Salah satu rumus mudah untuk menghitung PPN adalah:</p><p><strong>PPN = Tarif PPN x (Harga Barang – PPnBM)</strong></p><p>Tarif khusus Pajak Penjualan atas Barang Mewah atas ekspor BKP tergolong mewah = 0%.</p><p><strong>Untuk memudahkan pemahaman wajib pajak, mari kita lihat contoh yang ada dibawah ini:</strong></p><p>Andi merupakan seorang pengusaha di bidang tekstil, pada suatu saat Andi membeli sebuah mobil sport mewah 2.500cc dengan harga Rp2.000.000.000. Berdasarkan DPP, mobil tersebut terkena tarif PPnBM sebesar 40%. Lalu, berapakah nilai uang yang harus dibayarkan Bapak Ahmad untuk membawa masuk mobilnya ke Indonesia?</p><p>Cara perhitungannya sebagai berikut:</p><p>PPN = Tarif PPN x (Harga Barang – PPnBM)</p><p>PPN = 11% x (Rp2.000.000.000 – (Rp2.000.000.000 x 40%))</p><p>PPN = 11% x (Rp2.000.000.000 –800.000.000)</p><p>PPN = 11% x Rp1.200.000.000 =Rp132.000.0000</p><p>Jadi, total harga mobil yang harus dibayarkan Andi adalah:</p><p>=Harga Mobil + PPN + PPnBM </p><p>=Rp2.000.000.000+Rp132.000.000+Rp800.000.000</p><p>=Rp2.932.000.000</p><p><strong>Pelaporan PPnBM</strong></p><p>Untuk membuat laporan PPnBM harus menggunakan formulir SPT Masa PPN 1111. Selama masih berada dalam satu periode pajak yang sama, Pajak Penjualan atas Barang Mewah tersebut dapat dilaporkan bersama dengan PPN dan PPN Impor. Pelaporan pajak barang mewah ini harus segera dilakukan paling lama pada akhir bulan berikutnya setelah tanggal faktur dibuat dengan <a href="https://pajaknesia.id/jasa-konsultasi-pajak-murah-terbaik-indonesia/" target="_blank" rel="noopener">jasa konsultan pajak</a>nesia akan lebih mempermudah pelaporan wajib pajak.</p>								</div>
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		<p>Artikel <a href="https://pajaknesia.id/contoh-soal-ppnbm-pajaknesia/">Contoh Soal PPNBM : Pajaknesia #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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		<title>Cara Lapor SPT Tahunan Badan &#038; Pribadi : Pajaknesia.id #1</title>
		<link>https://pajaknesia.id/cara-lapor-pelaporan-melaporkan-tarif-spt-tahunan-badan-dan-pribadi-pajaknesia/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 May 2024 08:16:15 +0000</pubDate>
				<category><![CDATA[Artikel]]></category>
		<category><![CDATA[cara hitung pph 21]]></category>
		<category><![CDATA[cara lapor spt tahunan]]></category>
		<category><![CDATA[cara menghitung pph 21]]></category>
		<category><![CDATA[cara menghitung tarif pph 21]]></category>
		<category><![CDATA[cara perhitungan pph 21]]></category>
		<category><![CDATA[contoh soal pph 21]]></category>
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					<description><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/cara-lapor-pelaporan-melaporkan-tarif-spt-tahunan-badan-dan-pribadi-pajaknesia/">Cara Lapor SPT Tahunan Badan &#038; Pribadi : Pajaknesia.id #1</a></p>
<p>cara lapor spt tahunan Cara Lapor SPT Tahunan Badan &#038; Pribadi Download Aplikasi izinesia untuk memudahkan cara menghitung tarif pajak Cara Lapor Pajak 1770SSSebagai wajib pajak yang berstatus karyawan, pajak penghasilannya sudah dibayarkan oleh perusahaan dari pemotongan gaji setiap bulannya. Karyawan tinggal melaporkan setiap tahunnya. Setelah pemerintah menyediakan teknologi e-Filing untuk melaporkan pajak secara online, [&#8230;]</p>
<p>Artikel <a href="https://pajaknesia.id/cara-lapor-pelaporan-melaporkan-tarif-spt-tahunan-badan-dan-pribadi-pajaknesia/">Cara Lapor SPT Tahunan Badan &#038; Pribadi : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/cara-lapor-pelaporan-melaporkan-tarif-spt-tahunan-badan-dan-pribadi-pajaknesia/">Cara Lapor SPT Tahunan Badan &#038; Pribadi : Pajaknesia.id #1</a></p>
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					<h1 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/cara-lapor-pelaporan-melaporkan-tarif-spt-tahunan-badan-dan-pribadi-pajaknesia/">cara lapor spt tahunan</a></h1>				</div>
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									<p><strong>Cara Lapor Pajak 1770SS</strong><br />Sebagai wajib pajak yang berstatus karyawan, pajak penghasilannya sudah dibayarkan oleh perusahaan dari pemotongan gaji setiap bulannya. Karyawan tinggal melaporkan setiap tahunnya. Setelah pemerintah menyediakan teknologi e-Filing untuk melaporkan pajak secara online, proses pelaporkan PPh pasal 21 jadi semakin mudah.</p><p>Melaporkan segala bentuk pajak yang sudah dibayarkan merupakan salah satu kewajiban wajib pajak. Salah satu jenis pajak yang harus dilaporkan adalah jenis PPh Final. Penghasilan yang didapatkan oleh Wajib Pajak terbagi menjadi dua, yaitu penghasilan yang menjadi objek pajak dan penghasilan yang bukan objek pajak. Sedangkan untuk pengenaan pajak terbagi menjadi dua, yaitu PPh pasal 17 dan PPh Final.</p><p>Wajib pajak melaporkan pajaknya melalui Surat Pemberitahuan atau SPT adalah surat dalam bentuk formulir yang digunakan oleh Wajib Pajak (WP) setiap kali hendak melaporkan penghitungan atau pembayaran pajak, objek pajak atau bukan objek pajak, harta dan kewajiban pajaknya sesuai aturan perpajakan yang berlaku.</p><p>Karyawan harus melaporkan SPT Tahunan Pribadi karyawan setiap tahunnya sebagai bukti bahwa penghasilannya telah dipotong pemberi kerja.</p><p>Selain itu, pelaporan SPT Tahunan Pribadi karyawan ini diperlukan sebagai bukti bahwa perusahaan telah menyetorkan pemotongan PPh 21 tersebut ke kas negara.</p><p>Pelaporan SPT Tahunan Pribadi karyawan ini dilakukan secara online melalui e-Filing. Formulir yang tersedia untuk wajib pajak orang pribadi antara lain Formulir 1770, Formulir 1770S, dan Formulir 1770SS. Perbedaaan mendasar dari penggunaan ketiga formulir tersebut terletak pada status karyawan atau bukan. Selain itu, formulir tersebut juga dikelompokan penggunaannya berdasarkan besar penghasilan WP OP per tahunnya. Simak perbedaan ketiga formulir tersebut :</p><ol><li><strong>Formulir SPT 1770SS (Sangat Sederhana)</strong></li></ol><p>Mereka yang berstatus pegawai dengan gaji per tahunnya kurang dari Rp60 juta atau sekitar itu, maka dalam pelaporan pajaknya menggunakan formulir 1770SS.</p><ol start="2"><li><strong>Formulir SPT 1770S (Sederhana)</strong></li></ol><p>Sedangkan bagi pegawai yang gaji per tahunnya besar dari Rp 60 juta dalam melapor pajak bisa memakai formulir 1770S.</p><ol start="3"><li><strong>Formulir SPT 1770</strong></li></ol><p>Untuk WP OP yang merupakan pegawai dengan penghasilan lain, maka bisa mengisi SPT menggunakan formulir 1770. Ketentuan Formulir 1770 ini berlaku untuk mereka yang memiliki gaji lebih besar atau lebih rendah dari Rp60 juta per tahun.</p><p>Namun karena kali ini kami hanya akan membahas terkait pelaporan SPT Tahunan untuk karyawan menggunakan Formulir 1770 SS. Struktur dan bentuk formulir ini disebut paling sederhana dan digunakan oleh WP yang mempunyai penghasilan sama dengan atau kurang dari Rp 60.000.000 setahun. Untuk WP yang masuk kategori ini, maka:</p><ol><li>Di akhir tahun karyawan harus meminta bukti potong 1721-A1 untuk karyawan swasta dan bukti potong 1721-A2 bagi pegawai negeri sehingga memudahkan untuk mengisi formulir 1770 SS</li><li>Dalam bukti potong 1721-A1 maupun 1721-A2 sudah tertera penghasilan bruto karyawan tersebut selama satu tahun</li><li>Pengisian formulir ini tinggal memindahkan data yang sudah ada dalam bukti potong 1721-A1 maupun 1721-A2 ke dalam formulir 1770 SS pada e-Filing</li><li>Karyawan juga tinggal mengisi daftar harta maupun kewajiban sampai akhir tahun tanpa perlu menyebutkan detailnya</li></ol><p><strong>Persiapan Lapor SPT Tahunan PPh 21 Karyawan</strong></p><p>Setelah mengetahui jenis formulir SPT Tahunan Pribadi untuk haryawan yang perlu diketahui sebelum melaporkan SPT pajak, berikutnya adalah persiapan apa saja yang harus dilakukan sebelum lapor SPT.</p><p>Persiapan yang harus dilakukan oleh karyawan sebelum lapor SPT Tahunan PPh 21 adalah memiliki dokumen sebagai berikut:</p><ol><li>Menyiapkan Nomor NPWP</li></ol><p>NPWP atau Nomor Pokok Wajib Pajak adalah nomor yang diberikan kepada Wajib Pajak sebagai sarana dalam administrasi perpajakan yang dipergunakan sebagai tanda pengenal diri atau identitas Wajib Pajak dalam melaksanakan hak dan kewajibannya. NPWP diberikan kepada WP yang telah memenuhi persyaralan subjektif dan objektif sebagaimana telah diatur dalam peraturan perundang-undangan perpajakan. NPWP tidak berubah meskipun WP pindah tempat tinggal/tempat kedudukan atau mengalami pemindahan tempat terdaftar.</p><ol start="2"><li>Siapkan Nomor EFIN</li></ol><p>Bagi yang belum memiliki nomor EFIN atau Electronic Filing Identification Number, maka harus menjalani prosedur untuk mendapatkannya terlebih dahulu. EFIN yang diterbitkan oleh DJP kepada Wajib Pajak, digunakan yang melakukan transaksi atau mengakses layanan elektronik Ditjen Pajak, seperti lapor SPT melalui e-Filing.</p><ol start="3"><li>Formulir 1721 A1 atau A2 yang diberikan oleh perusahaan</li></ol><p>Untuk formulir 1721-A1 atau A2 ini disediakan oleh perusahaan tempat kerja WP karyawan sekarang, dan yang sebelumnya untuk dilaporkan jika dalam setahun melakukan 2 atau 3 kali pindah kerja.</p><p><strong>Cara Lapor SPT Tahunan PPh 21 Karyawan</strong></p><p>Ada beberapa pilihan cara menyampaikan SPT Tahunan PPh, yakni:</p><ol><li>Datang langsung ke KPP /Kantor Pelayanan, Penyuluhan, dan Konsultasi Perpajakan (KP2KP) terdekat</li><li>Memasukkan melalui Drop Box (khusus SPT Tahunan)</li><li>menggunakan Pos Tercatat atau Jasa Pengiriman</li><li>Lapor SPT Tahunan melalui e-Filing</li></ol><p>Dari kesemua pilihan pelaporan SPT, yang paling mudah, efektif dan efisien tentunya lapor SPT Tahunan secara daring melalui e-Filing. e-Filing adalah suatu cara penyampaian SPT pajak secara elektronik yang dilakukan secara online dan real time melalui internet pada website Direktorat Jenderal Pajak.</p><p>Langkah-langkah cara lapor SPT tahunan PPh 21 karyawan menggunakan formulir 1770 SS :</p><ol><li>Pertama, buka situs web DJP Online</li><li>Masukkan NPWP, password, kode keamanan (captcha), lalu klik “Login”.</li><li>Setelah login, pastikan seluruh data yang tercantum sesuai dengan data pajak Anda. Lalu pilih e-Filing.</li><li>Setelah itu. klik “Buat SPT“.</li><li>Selanjutnya, Anda akan diarahkan ke halaman untuk pembuatan formulir SPT.</li></ol><p>Untuk pembuatan formulir 1770 SS, Anda akan diminta untuk menjawab seluruh pertanyaan yang ada. Contoh pertanyaannya:</p><p>Apakah Anda menjalankan usaha atau pekerja bebas? Pilih opsi “Tidak”.</p><p>Apakah Anda suami atau istri yang menjalankan kewajiban perpajakan terpisah (MT) atau pisah harta? Pilih opsi “Tidak” (jika memang tidak).</p><p>Apakah penghasilan Bruto yang Anda peroleh selama setahun kurang dari 60 juta Rupiah? Pilih opsi “Ya”.</p><p>Jika jawabannya sesuai, maka Anda akan langsung diarahkan untuk mengisi formulir 1770 SS dengan mengklik SPT 1770 SS.</p><ol start="6"><li>Setelah masuk SPT 1770 SS, isi data formulir, seperti tahun pajak misalnya 2020, dan status SPT normal. Kalau status SPT pembetulan, isi juga pembetulan ke berapa.</li><li>Lalu, isi data SPT sesuai dengan formulir 1712A1 dan A2, yang terdiri dari:</li></ol><p>Bagian A. Pajak Penghasilan.</p><p>Bagian B. Pajak Penghasilan.</p><p>Bagian C. Pajak Penghasilan.</p><p>Bagian D. Pernyataan.</p><ol start="8"><li>Klik “Berikutnya”</li><li>Anda akan menerima ringkasan SPT Anda dan pengambilan kode verifikasi. Kemudian ambil kode verifikasi dengan mengklik (“Di Sini”). Nanti ada pemberitahuan kode verifikasi dikirim ke email atau nomor handphone.</li><li>Lalu masukkan kode verifikasi yang Anda terima di kolom “Kode Verifikasi”</li><li>Klik “Kirim SPT” untuk melaporkan SPT.</li><li>SPT Anda sudah terkirim</li><li>Periksa email karena Anda akan menerima Bukti Penerimaan Elektronik (BPE) SPT Tahunan PPh lewat email.</li></ol><p>Dengan begitu, pengisian dan pelaporan SPT Tahunan pajak pribadi Anda menggunakan formulir 1770 SS sudah selesai.</p>								</div>
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									<p><strong>Cara Lapor Pajak 1770S</strong> <br />Di Indonesia, ada 3 jenis formulir SPT Tahunan untuk pelaporan Wajib Pajak Orang Pribadi yakni Formulir 1770 SS, 1770 S, dan 1770.</p><p>Namun karena kali ini kami hanya akan membahas terkait pelaporan SPT Tahunan untuk menggunakan Formulir 1770S. Formulir jenis ini, strukturnya lebih luas dibandingkan formulir 1770 SS karena ada lampiran yang harus diisi WP. Mereka yang masuk kategori ini adalah:</p><ol><li>Karyawan yang penghasilan brutonya sama dengan atau lebih besar dari Rp60.000.000 setahun</li><li>Mendapatkan sumber penghasilan di dalam negeri (seperti: bunga, royalti, sewa ataupun keuntungan dari penjualan dan/atau pengalihan harta lainnya) atau;</li><li>Memiliki penghasilan yang dikenai PPh final atau bersifat final seperti bunga deposito, SBI dan lainnya</li><li>Karyawan yang mengisi formulir 1770 S juga diwajibkan untuk meminta bukti potong 1721-A1 maupun 1721-A2 bagi pegawai negeri</li></ol><p>Langkah-langkah cara lapor SPT tahunan 1770 S:</p><p>Bagi yang tergolong karyawan dengan kewajiban menggunakan SPT 1770 S, berikut langkah-langkahnya:</p><ol><li>Pertama, buka situs web DJP Online atau e-Filing likpajak.id</li><li>Masukkan NPWP, password, kode keamanan (captcha), lalu klik “Login”.</li><li>Setelah login, pastikan seluruh data yang tercantum sesuai dengan data pajak Anda. Lalu pilih e-Filing.</li><li>Setelah itu. klik “Buat SPT“.</li><li>Selanjutnya, Anda akan diarahkan ke halaman untuk pembuatan formulir SPT. Untuk pembuatan formulir 1770 S, Anda akan diminta untuk menjawab seluruh pertanyaan yang ada. Contoh pertanyaannya:</li></ol><p>Apakah Anda menjalankan usaha atau pekerja bebas? Pilih opsi “Tidak”.</p><p>Apakah Anda suami atau istri yang menjalankan kewajiban perpajakan terpisah (MT) atau pisah harta? Pilih opsi “Tidak” (jika memang tidak).</p><p>Apakah penghasilan Bruto yang Anda peroleh selama setahun kurang dari 60 juta Rupiah? Pilih opsi “Tidak”.</p><p>Jika jawabannya sesuai, maka Anda akan langsung diarahkan untuk mengisi formulir 1770 S dengan mengklik SPT 1770 S.</p><ol start="6"><li>Anda bisa menggunakan formulir 1770 S, pilih form yang akan digunakan. Jika Anda sudah tahu cara mengisi formulir 1770 S, maka bisa pilih jawaban “Dengan Bentuk Formulir”. Namun jika ingin dipandu bentuk tampilan pengisiannya, pilih jawaban “Dengan Panduan”.</li><li>Jika memilih “Dengan Panduan”, klik SPT 1770 S dengan panduan, setelah itu melakukan pengisian e-Filing 1770 S.</li><li>Setelah masuk SPT 1770 S, isi data formulir, seperti tahun pajak misalnya 2020.</li><li>Pilih “Status SPT Normal” jika Anda baru pertama kali lapor tahun pajak 2020. Jika sudah pernah melaporkan SPT tahun pajak 2020 dan ingin melakukan pembetulan, pilih “Pembetulan” lalu mengisi kolom pembetulan ke berapa.</li><li>Lalu, isi data SPT sesuai dengan formulir 1712A1 dan A2, yang terdiri dari:</li></ol><p>Bagian A. Pajak Penghasilan.</p><p>Bagian B. Pajak Penghasilan.</p><p>Bagian C. Pajak Penghasilan.</p><p>Bagian D. Pernyataan.</p><ol start="11"><li>Klik “Berikutnya”.</li><li>Isi daftar pemotongan PPh oleh pihak lain dan PPh yang ditanggung pemerintah. Siapkan bukti potong pajak tadi (1721 A1 atau A2), lalu tambahkan ke daftar tersebut. Isi nama dan NPWP pemotong pajak (perusahaan pemberi kerja), nomor dan tanggal bukti pemotongan, jenis pajak, dan jumlah PPh yang dipotong.</li><li>Masuk ke bagian bukti potong baru. Bukti potong pajak yang tertera pada formulir 1721 A1 atau A2 tinggal dimasukkan pada kolom yang sesuai.</li></ol><p>Jika Anda mengisi penghasilan dari pekerjaan, pilih Pasal 21 di kolom “Jenis Pajak”.</p><p>Lalu isi NPWP pemberi kerja (perusahaan tempat Anda bekerja). Jika NPWP benar, nama perusahaan akan muncul secara otomatis di kolom “Nama Pemotong atau Pemungut Pajak”</p><p>Isi nomor bukti potong, tanggal bukti pemotongan atau pemungutan, dan jumlah PPh yang dipotong.</p><ol start="14"><li>Setelah selesai, klik tombol “Simpan” dan akan ditampilkan ringkasan pemotongan pajak Anda.</li><li>Klik “Langkah Berikutnya”</li><li>Masukkan jumlah penghasilan neto dalam negeri sehubungan dengan pekerjaan.</li><li>Klik “Langkah Berikutnya”</li><li>Masukkan penghasilan dalam negeri (bila ada). Contoh, penghasilan dari sewa kos-kosan, bunga deposito, dan lainnya.</li><li>Klik “Langkah Berikutnya”</li><li>Lalu, mengisi atau menjawab pertanyaan, “Apakah Anda memiliki penghasilan luar negeri?” Jika jawabnya “Ya”, sebutkan penghasilan tersebut, dan jika tidak, klik “Langkah Berikutnya”.</li><li>Masukkan penghasilan yang tidak termasuk objek pajak (bila ada). Seperti, warisan senilai Rp100 juta, dan lainnya.</li><li>Setelah selesai, klik “Langkah Berikutnya”.</li><li>Masukkan penghasilan yang telah dipotong PPh Final (jika ada). Klik di tombol tambah (+), lalu isi. Contoh, hadiah menang lomba senilai Rp100 juta, telah diptong PPh Final 25% sebesar Rp25 juta. Jika sudah mengisi, klik “Simpan”.</li><li>Klik “Langkah Berikutnya”</li><li>Lalu masukkan harta yang Anda miliki dengan menjawab terlebih dahulu pertanyaan “Apakah Anda memiliki harta”.</li><li>Jika “Ya”, masukkan harta satu per satu dengan klik tombol tambah (+). Contoh, Anda punya mobil, isi kode harta, nama harta (merek mobil), tahun perolehan, harga, dan keterangan (pelat nomor, nomor BPKB).</li><li>Jika Anda sudah pernah mengisi daftar harta di e-Filing, Anda dapat menampilkan lagi dengan klik “Harta pada SPT Tahunan Lalu”.</li><li>Klik “Langkah Berikutnya”.</li><li>Tambahkan utang yang Anda miliki (jika ada). Misal, kredit rumah.</li></ol><p>Isi kode utang, nama pemberi pinjaman, alamat, tahun peminjaman, dan jumlah utang. Lalu klik “Simpan”. Jika sudah pernah melaporkan daftar utang di e-Filing, Anda dapat menampilkan kembali dengan memilih “Utang pada SPT Tahun Lalu”.</p><ol start="30"><li>Tambahkan tanggungan yang Anda miliki.</li></ol><p>Jika sudah pernah melaporkan daftar tanggungan di e-Filing, Anda dapat menampilkan kembali dengan pilih “Tanggungan pada SPT Tahun Lalu”. Jika punya tanggungan baru, masukkan di daftar tanggungan dengan klik tambah (+). Isi nama, NIK, hubungan keluarga, dan pekerjaan.</p><ol start="31"><li>Klik “Langkah Berikutnya”.</li><li>Isi zakat atau sumbangan keagamaan wajib yang Anda bayarkan ke lembaga pengelola yang disahkan pemerintah. Misal, Baznas.</li><li>Klik “Langkah Berikutnya”.</li><li>Masuk ke bagian status kewajiban perpajakan suami istri (jika sudah menikah).</li><li>Klik “Langkah Berikutnya”.</li><li>Isi pengembalian atau pengurangan PPh Pasal 24 dari penghasilan luar negeri (jika ada).</li><li>Klik “Langkah Berikutnya”.</li><li>Isi pembayaran PPh Pasal 25 dan Pokok SPT PPh Pasal 25 (jika ada). Jika tidak ada, kosongkan dan klik “Langkah Berikutnya”.</li><li>Masuk ke bagian perhitungan Pajak Penghasilan (PPh).</li><li>Tampilan yang muncul adalah perhitungan PPh dan SPT Anda berdasarkan data yang dimasukkan di langkah-langkah sebelumnya. Status SPT akan terlihat di bagian bawah, apakah statusnya Nihil, Kurang Bayar, atau Lebih Bayar. Periksa kembali data tersebut dan jika sudah sesuai, klik “Langkah Berikutnya”.</li><li>Berikutnya akan muncul tampilan seperti berikut:</li></ol><p>Jika status SPT “Kurang Bayar”, akan muncul pertanyaan “Sudahkah Anda melakukan Pembayaran” Jika belum, klik jawaban “Belum”.</p><p>Jika sudah bayar pajak, klik jawaban “Sudah”. Kemudian masukkan Nomor Transaksi Penerimaan Negara (NTPN) dan tanggal bayar sesuai bukti pembayaran.</p><p>Jika Anda tidak memiliki kewajiban PPh Pasal 25, klik “Langkah Berikutnya”.</p><ol start="42"><li>Selanjutnya adalah tahapan konfirmasi. Akan muncul pernyataan yang harus dijawab dengan klik “Setuju” atau “Agree”.</li><li>Klik “Langkah Berikutnya”.</li><li>Lalu akan muncul ringkasan SPT Anda dan pengembalian kode verifikasi</li></ol><p>Kemudian ambil kode verifikasi dengan mengklik tulisan “Di Sini”</p><p>Beri jawaban atas pertanyaan pengiriman kode verifikasi, lewat email atau nomor ponsel. Nantinya akan ada pemberitahuan kode verifikasi dikirim ke email atau nomor ponsel yang dicantumkan sebagai pilihan. Cek email atau nomor ponsel, lalu masukkan kode verifikasi di kolom SPT. Lalu klik “Kirim SPT”.</p><ol start="45"><li>SPT Anda sudah terkirim.</li><li>Periksa email karena Anda akan menerima Bukti Penerimaan Elektronik (BPE) SPT Tahunan PPh lewat email.</li></ol><p>Dengan begitu, pengisian dan pelaporan SPT Tahunan pajak pribadi Anda menggunakan formulir 1770S sudah selesai.</p><p>Penulis : Team Izinesia</p>								</div>
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									<p><strong>Cara Lapor Pajak 1770</strong><br />SPT Tahunan PPh Orang Pribadi dengan formulir 1770 diperuntukkan bagi Wajib Pajak Orang Pribadi:</p><ol><li>Yang melakukan kegiatan usaha/pekerjaan bebas</li><li>Memperoleh penghasilan dari satu atau lebih pemberi kerja</li><li>Memperoleh penghasilan yang dikenai PPh Final dan/atau bersifat Final, dan</li><li>Memperoleh penghasilan dalam negeri lainnya/luar negeri.</li></ol><p>Kalau Anda karyawan dengan penghasilan lain, seperti sambilan jualan online, <em>freelancer, </em>guru les privat, atau lainnya, maka lapor SPT Pajaknya menggunakan formulir 1770.</p><p>Atau Anda statusnya bukan pegawai, tetapi pelaku usaha UMKM, youtuber, influencer, selebgram, <em>content creator, blogger, </em>notaris, dokter, penulis, dan lainnya, juga pakai formulir SPT 1770.</p><p><strong><u>Dokumen yang Dibutuhkan</u></strong></p><p>Anda harus mempersiapkan beberapa dokumen untuk dapat mengisi SPT Tahunan Pribadi dengan formulir 1770. Dokumen tersebut, antara lain:</p><ol><li>Penghasilan lain di luar pekerjaan</li><li>Bukti potong A1 atau A2 (jika Anda pegawai dengan penghasilan lain)</li><li>Neraca dan laporan laba rugi atau laporan keuangan (bila menggunakan metode pembukuan)</li><li>Rekapitulasi bulanan peredaran bruto dan biaya (bila menggunakan metode norma/NPPN)</li><li>Lembar perhitungan PPh Terutang (WP dengan status PH atau MT)</li><li>Daftar perhitungan peredaran bruto (UMKM omzet maksimal Rp 4,8 miliar setahun)</li><li>Jumlah penghasilan, pembayaran PPh Pasal 25, pemberitahuan norma (pengusaha omzet di atas Rp 4,8 miliar setahun).</li></ol><p>PH adalah penghasilan suami-istri dikenai pajak secara terpisah karena dikehendaki secara tertulis oleh suami-istri berdasarkan perjanjian pemisahan harta dan penghasilan.</p><p>Sedangkan status MT adalah penghasilan suami-istri dikenai pajak terpisah karena dikehendaki oleh istri yang memilih menjalankan hak dan kewajiban perpajakannya sendiri.</p><p><strong><u>Peralatan yang Diperlukan<br /></u></strong><img decoding="async" src="data:image/png;base64,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" alt="" /><strong><u><br /></u></strong></p><p>Masih pandemi, lapor SPT online dari rumah saja sambil rebahan. Anda cukup menggunakan laptop atau komputer yang terhubung internet.</p><p>Koneksi internet harus stabil saat mengunduh formulir 1770 dan pelaporan, sehingga dapat lancar tanpa putus nyambung.</p><p><strong><u>Cara Lapor SPT Pajak Formulir 1770</u></strong></p><p>Karena formulir SPT 1770 tidak sesederhana 1770 S dan 1770 SS, maka cara pelaporannya menggunakan e-Form. Sebetulnya e-Form dengan e-Filing hampir sama.</p><p>Sama-sama diakses dari DJP Online. Namun e-Form adalah formulir SPT elektronik berbentuk <em>file </em>dengan format dokumen <em>.xfdl</em> yang pengisiannya dapat dilakukan secara <em>offline.</em></p><p>Formulir tersebut dapat dibuka menggunakan aplikasi <em>form viewer. </em>Aplikasi <em>form viewer</em> dapat diunduh melalui <em>link</em> yang berada pada laman e-Form. Jadi tidak <em>full </em>online seperti e-Filing.</p><p>Cara mengisi dan lapor SPT Tahunan Pajak Formulir 1770 via e-Form:</p><ol><li>Buka situs <a href="http://www.pajak.go.id/"><em>go.id</em></a></li><li>Klik Login di bagian kanan atas</li><li>Isi NPWP, <em>password</em>, dan kode keamanan</li><li>Klik Login</li><li>Anda akan diarahkan pada <em>dashboard </em>layanan digital perpajakan</li><li>Klik tab Lapor</li><li>Klik e-Form</li><li>Pastikan perangkat komputer atau laptop Anda sudah terpasang aplikasi Viewer</li><li>Jika belum, Anda dapat klik <em>Download</em>dan Instal Viewer sesuai petunjuk</li><li>Klik Buat SPT</li><li>Anda akan diberikan pertanyaan, “Apakah Anda menjalankan usaha atau pekerjaan bebas?”</li><li>Klik Ya</li><li>Klik e-Form SPT 1770</li></ol><p><strong><u>Mulai Pengisian SPT Pajak 1770:</u></strong></p><ol><li>Pilih Tahun Pajak</li><li>Isi status SPT Normal (Pembetulan SPT dilakukan jika Anda menemukan kesalahan pada SPT Tahunan yang sudah dilaporkan sebelumnya)</li><li>Klik Kirim Permintaan</li><li>Sistem secara otomatis akan men-<em>download</em>e-Form</li><li>Buka dokumen e-Form yang telah berhasil diunduh</li><li>Pilih Pembukuan apabila Anda membuat laporan keuangan, pilih Pencatatan jika tidak membuat laporan keuangan.</li></ol><p><strong><u>LAMPIRAN IV Bagian A</u></strong></p><ol><li>Isi daftar harta yang Anda miliki pada akhir tahun</li><li>Jika Anda ingin menambahkan daftar harta lainnya, klik simbol +</li><li>Pilih kode harta yang sesuai jenis harta, lalu isi keterangan Nama Harta dan Tahun Perolehan</li><li>Pada Harga Perolehan, cantumkan nilai pada saat Anda memperoleh harta</li><li>Isi deskripsi lebih lanjut pada kolom keterangan, misalnya pelat nomor kendaraan</li></ol><p><strong><u>LAMPIRAN IV Bagian B</u></strong></p><ol><li>Isi daftar utang akhir tahun</li><li>Jika ingin menambahkan utang lainnya, klik simbol +</li><li>Pilih kode utang sesuai jenis utang, nama pemberi pinjaman, alamat pemberi pinjaman, tahun pinjaman dan jumlah utang tersisa pada akhir tahun</li></ol><p><strong><u> </u></strong></p><p><strong><u>LAMPIRAN IV Bagian C</u></strong></p><ol><li>Isi daftar anggota keluarga sesuai kondisi pada awal tahun pajak SPT yang dilaporkan</li><li>Klik Halaman Selanjutnya.</li></ol><p><strong><u> </u></strong></p><p><strong><u>LAMPIRAN III Bagian A</u></strong></p><ol><li>Isi data Penghasilan Final dan/atau Bersifat Final sesuai bukti potong yang Anda terima</li><li>Isi Nilai Penghasilan Bruto dan PPh Terutang</li><li>Untuk mengisi PPh Final UMKM 0,5%, ceklis pada poin 16, lalu klik tombol PPh Final PP 46/23 yang muncul di atas formulir</li><li>Isi data secara lengkap</li><li>Lalu pindahkan nilai ke Lampiran III dengan mengklik YA</li><li>Klik Halaman Sebelumnya</li><li>Sistem akan menghitung total PPh Terutang secara otomatis.</li></ol><p><strong><u> </u></strong></p><p><strong><u>LAMPIRAN III Bagian B</u></strong></p><p>Isi penghasilan bruto yang tidak termasuk objek pajak sesuai Pasal 4 ayat (3) UU PPh</p><p><strong><u> </u></strong></p><p><strong><u>LAMPIRAN III Bagian C</u></strong></p><ol><li>Dalam hal Anda melakukan pisah harta atau memilih memenuhi kewajiban perpajakan secara terpisah, isi penghasilan bruto istri atau suami</li><li>Klik Halaman Selanjutnya.</li></ol><p><strong><u>LAMPIRAN II</u></strong></p><ol><li>Isi Nama, NPWP, Nomor Bukti Pemotongan atau Pemungutan, Tanggal Bukti Pemotongan, Jenis Pajak, dan Jumlah PPh yang dipotong atau dipungut</li><li>Jika Anda memiliki lebih dari satu bukti potong, Anda dapat menambah kolom dengan klik tombol +</li><li>Klik Halaman Selanjutnya.</li></ol><p><strong><u> </u></strong></p><p><strong><u>LAMPIRAN I Bagian A</u></strong></p><p>Hanya diisi apabila Anda menyelenggarakan pembukuan</p><p>Isi identitas pembukuan:</p><ol><li>Poin 1 : Isi Penghasilan Bruto, Harga Pokok Penjualan, Biaya Usaha untuk mendapatkan penghasilan neto</li><li>Poin 2 : Dalam hal terdapat biaya yang tidak dapat dibebankan sesuai ketentuan perpajakan, lakukan penyesuaian fiskal positif dengan mengisi poin 2</li><li>Poin 3 : Lakukan penyesuaian fiskal negatif sesuai ketentuan pada kolom yang tersedia</li><li>Sistem akan otomatis menghitung total penghasilan neto yang telah sesuai dengan ketentuan perpajakan atau penghasilan neto fiskal pada poin 4</li><li>Klik Halaman Selanjutnya.</li></ol><p><strong><u> </u></strong></p><p><strong><u>LAMPIRAN 1 Bagian B</u></strong></p><ol><li>Diisi apabila Anda tidak melakukan pembukuan, tetapi melakukan pencatatan</li><li>Isi Peredaran Usaha, Persentase Norma sesuai ketentuan, serta Penghasilan Neto dengan cara mengalikan peredaran usaha dan persentase norma.</li></ol><p><strong><u> </u></strong></p><p><strong><u>LAMPIRAN I Bagian C</u></strong></p><p>Dalam hal Anda juga bekerja di suatu perusahaan, isi Nama Pemberi Kerja, Penghasilan Bruto, dan Pengurangan Penghasilan Bruto sesuai bukti potong yang Anda terima dari perusahaan</p><p><strong><u> </u></strong></p><p><strong><u> </u></strong></p><p><strong><u> </u></strong></p><p><strong><u>LAMPIRAN I Bagian D</u></strong></p><ol><li>Isi Penghasilan Bersih dari Dalam Negeri yang Bukan Final, seperti bunga (selain bunga tabungan dan deposito), royalti, sewa (selain sewa tanah dan bangunan), penghargaan hadiah (selain hadian undian), keuntungan pengalihan harta, penghasilan lain</li><li>Klik Halaman Selanjutnya.</li></ol><p><strong><u> </u></strong></p><p><strong><u>LAMPIRAN INDUK SPT 1770</u></strong></p><ol><li>Lengkapi data identitas</li><li>Isi status kewajiban perpajakan suami atau istri</li><li>Isi status PTKP di Poin B 10</li><li>Data yang Anda masukkan pada formulir sebelumnya akan otomatis dipindahkan ke lampiran induk</li><li>Apabila Anda memiliki penghasilan neto dari luar negeri, zakat atau sumbangan keagamaan, kompensasi kerugian, pengembalian atau pengurangan PPh Pasal 24 yang telah dikreditkan, isi pada kolom yang tersedia</li><li>Poin B 17, isi jumlah angsuran bulan yang telah dibayar</li><li>Dalam hal Anda membayar PPh Pasal 25, masukkan nominal pokok pajak</li><li>Jika SPT Anda nihil, Anda dapat melanjutkan pengisian pada poin G. Bila kurang bayar, isi tanggal pelunasan PPh Kurang Bayar</li><li>Bila SPT Lebih Bayar, pilih opsi restitusi, pengembalian pendahuluan kelebihan pembayaran pajak sesuai Pasal 17C atau sesuai Pasal 17D</li><li>Kelebihan pembayaran pajak akan lebih dahulu diperhitungkan dengan utang pajak Anda</li><li>Di Poin F 21, Anda bisa menentukan angsuran PPh 25 pada tahun pajak berikutnya</li><li>Pada Poin G, pilih dokumen yang Anda lampirkan</li><li>Setelah itu, isi tanggal pembuatan SPT</li><li>Klik Submit</li><li>Unggah lampiran yang diperlukan</li><li>Isi kode verifikasi yang dikirim ke email Anda</li><li>Klik Submit</li><li>SPT Anda akan terekam pada sistem Ditjen Pajak</li><li>Anda akan mendapat bukti penerimaan elektronik (BPE) sebagai bukti Anda telah melaporkan SPT.</li></ol>								</div>
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									<p><strong>Cara Lapor SPT Tahunan <em>Online </em>Badan</strong></p><p>Setelah selesai mengaktivasi EFIN, saatnya lapor SPT Tahunan Badan secara <em>online</em> dengan e-filing. Untuk wajib pajak badan, menggunakan formulir SPT 1771. Formulir SPT Tahunan Pajak 1771 digunakan untuk bentuk badan usaha seperti PT (Perseroan Terbatas), CV (Comanditer Venture), UD (Usaha Dagang), yayasan, organisasi, atau perkumpulan. Sebelum melapor, ada beberapa dokumen yang perlu disiapkan, yaitu:</p><ol><li>Siapkan SPT Tahunan Badan (SPT Tahunan 1771, SPT 1771-I, SPT 1771-II, SPT 1771-III, SPT 1771-IV, SPT 1771-V, SPT 1771-VI)</li><li>Siapkan laporan keuangan dalam bentuk Pdf.</li><li>Khusus Wajib Pajak PP 46: Penghitungan Peredaran Bruto &amp; Pembayaran.</li><li>Khusus Wajib Pajak PT yang Membebankan Utang: Laporan Debt to Equity Ratio dan Utang Swasta Luar Negeri.</li><li>Khusus Wajib Pajak dengan Transaksi Hub Istimewa: Ikhtisar Dokumen Induk dan Dokumen Lokal.</li><li>Laporan Penyampaian CBCR (Country by Country Report).</li><li>Daftar Nominatif Biaya Entertainment jika ada.</li><li>Daftar Nominatif Biaya Promosi jika ada.</li><li>Khusus Wajib Pajak Migas: Laporan Tahunan Penerimaan Negara dari Kegiatan Hulu Minyak dan/atau Gas Bumi.</li><li>Khusus BUT (Bentuk Usaha Tetap): SSP PPh Pasal 26 Ayat 4, Pemberitahuan Bentuk Penanaman Modal, dan Laporan Keuangan Konsolidasi/Kombinasi.</li></ol><p>Setelah semua dokumen siap, maka pelaporan pajak dapat dilakukan. Cara lapor SPT Tahunan Badan secara <em>online</em> adalah sebagai berikut:</p><ol><li>Login akun e-Filling pada situs web DJP </li><li>Klik “e-Filing” kemudian pilih “Buat SPT”.</li><li>Akan muncul beberapa pertanyaan. Jawab pertanyaan tersebut dengan benar supaya sistem bisa menentukan jenis formulir SPT yang sesuai.</li><li>Isi dan lengkapi formulir yang diberikan. Jawab beberapa pertanyaan panduan yang muncul setelahnya.</li><li>Masukkan kode verifikasi yang sebelumnya sudah dikirim ke alamat surel.</li><li>Klik “Kirim SPT”, maka proses lapor pajak selesai.</li></ol><p>Begitulah cara lapor pajak SPT Tahunan Badan secara <em>online</em> via DJP <em>Online atau dengan layanan terbaik </em><a href="https://pajaknesia.id/jasa-pengurusan-pkp-murah-cepat-badan-usaha-pt-cv-yayasan/" target="_blank" rel="noopener">jasa pengurusan pembuatan pkp</a> dan <a href="https://pajaknesia.id/jasa-pembuatan-pengurusan-npwp-pribadi-murah-cepat-terpercaya/" target="_blank" rel="noopener">npwp murah</a> bersama <a href="https://pajaknesia.id/jasa-konsultasi-pajak-murah-terbaik-indonesia/" target="_blank" rel="noopener">jasa konsultasi pajak</a>nesia. Sebaiknya segera laporkan SPT Tahunan Badan sebelum waktu pelaporan berakhir untuk menghindari sanksi keterlambatan.</p>								</div>
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		<p>Artikel <a href="https://pajaknesia.id/cara-lapor-pelaporan-melaporkan-tarif-spt-tahunan-badan-dan-pribadi-pajaknesia/">Cara Lapor SPT Tahunan Badan &#038; Pribadi : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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		<title>Cara Lapor SPT PPN : Pajaknesia #1</title>
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		<pubDate>Thu, 30 May 2024 07:16:11 +0000</pubDate>
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					<description><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/cara-lapor-spt-ppn-pajaknesia/">Cara Lapor SPT PPN : Pajaknesia #1</a></p>
<p>cara lapor spt ppn CARA LAPOR SPT PPN Download Aplikasi izinesia untuk memudahkan cara menghitung tarif pajak Cara Lapor SPT PPN (jasa konsultasi pajak pajaknesia.id) SPT Masa Pajak Pertambahan Nilai wajib disampaikan bagi wajib pajak yang telah dikukuhkan sebagai Pengusaha Kena Pajak. Penyampaian SPT Masa Pajak Pertambahan Nilai paling lama pada akhir bulan berikutnya setelah berakhirnya [&#8230;]</p>
<p>Artikel <a href="https://pajaknesia.id/cara-lapor-spt-ppn-pajaknesia/">Cara Lapor SPT PPN : Pajaknesia #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/cara-lapor-spt-ppn-pajaknesia/">Cara Lapor SPT PPN : Pajaknesia #1</a></p>
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					<h1 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/cara-lapor-spt-ppn-pajaknesia/">cara lapor spt ppn</a></h1>				</div>
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					<p class="elementor-heading-title elementor-size-default">CARA LAPOR SPT PPN</p>				</div>
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					<p class="elementor-heading-title elementor-size-default">Download Aplikasi izinesia untuk memudahkan cara menghitung tarif pajak</p>				</div>
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															<img decoding="async" width="1024" height="877" src="https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten-1024x877.jpg" class="attachment-large size-large wp-image-12594" alt="aplikasi pembukuan toko jasa konsultan pengurusan pajak murah konsultasi pendampingan perhitungan pelaporan pribadi badan hukum pkp pt cv umkm yayasan terbaik jakarta bandung bogor tangerang bekasi banten aplikasi pembukuan keuangan" srcset="https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten-1024x877.jpg 1024w, https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten-300x257.jpg 300w, https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten-768x658.jpg 768w, https://pajaknesia.id/wp-content/uploads/2024/05/aplikasi-pembukuan-toko-jasa-konsultan-pengurusan-pajak-murah-konsultasi-pendampingan-perhitungan-pelaporan-pribadi-badan-hukum-pkp-pt-cv-umkm-yayasan-terbaik-jakarta-bandung-bogor-bekasi-banten.jpg 1080w" sizes="(max-width: 1024px) 100vw, 1024px" />															</div>
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									<p><strong>Cara Lapor SPT PPN (</strong><a href="https://pajaknesia.id/jasa-konsultasi-pajak-murah-terbaik-indonesia/">jasa konsultasi pajak</a><strong> pajaknesia.id)</strong></p><p>SPT Masa Pajak Pertambahan Nilai wajib disampaikan bagi wajib pajak yang telah dikukuhkan sebagai Pengusaha Kena Pajak. Penyampaian SPT Masa Pajak Pertambahan Nilai paling lama pada akhir bulan berikutnya setelah berakhirnya masa pajak dan wajib dilaporkan walaupun Pengusaha Kena Pajak tidak melakukan transaksi.</p><p>SPT Masa Pajak Pertambahan Nilai untuk melaporkan dan mempertanggungjawabkan penghitungan jumlah Pajak Pertambahan Nilai dan Pajak Penjualan Atas Barang Mewah yang sebenarnya terutang dan untuk melaporkan tentang:</p><ol><li>Pengkreditan Pajak Masukan terhadap Pajak Keluaran</li><li>Ppembayaran atau pelunasan pajak yang telah dilaksanakan sendiri oleh Pengusaha Kena Pajak dan/atau melalui pihak lain dalam satu Masa Pajak, sesuai dengan ketentuan peraturan perundang-undangan perpajakan.</li></ol>								</div>
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															<img decoding="async" width="916" height="400" src="https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia.jpg" class="attachment-large size-large wp-image-12407" alt="jasa konsultan pengurusan pajak pribadi umkm badan hukum pembuatan pendirian pt cv yayasan koperasi pendaftaran merek izinesia pajaknesia aplikasi pembukuan keuangan" srcset="https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia.jpg 916w, https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia-300x131.jpg 300w, https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia-768x335.jpg 768w" sizes="(max-width: 916px) 100vw, 916px" />															</div>
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									<p><strong>Cara Pelaporan SPT Masa PPN</strong></p><p>Pengusaha Kena Pajak wajib menyampaikan SPT Masa PPN dalam bentuk dokumen elektronik. Pelaporan SPT Masa PPN dan PPnBM wajib melalui https://web-efaktur.pajak.go.id/. Berikut langkah-langkah pelaporannya:</p><ol><li>Akses link https://web-efaktur.pajak.go.id/</li><li>Kemudian isi Password akun PKP</li><li>Klik administrasi SPT, kemudian pilih monitoring SPT lalu klik posting SPT</li><li>Pilih Tahun Pajak dan Masa Pajak yang akan di laporkan, apabila mau pembetulan laporan ke-1 maka di tampilan pembetulan diisi angka 1</li><li>Kemudian pilih Buka untuk proses pengecekan data apakah sudah benar atau belum</li><li>Pilih Induk, kemudian isi NTPN</li><li>Kemudian pilih metode pembayaran NTPN atau PBK,</li><li>Apabila NTPN maka nomor NTPN diisi sesuai dengan nomor di Bukti Pembayaran Elektronik dan isi jumlah sesuai dengan PPN yang sudah dibayar</li><li>Apabila hasil dari PBK maka isi Nomor PBK yang dikeluarkan oleh KPP dan isi jumlah.</li></ol><p><strong>Setelah semua terisi kemudian klik tambah.</strong></p><ol start="8"><li>Kemudian pilih di kolom pernyataan , lalu submit.</li></ol><p><strong>Kelengkapan SPT Masa PPN</strong></p><p>SPT Masa PPN 1111 yang disampaikan dalam bentuk dokumen elektronik wajib dilampiri dengan seluruh Lampiran SPT dalam bentuk dokumen elektronik yang dibuat dengan tata cara yang telah diatur Direktorat Jenderal Pajak.</p><p>Anda selaku PKP wajib  melaporkan  Daftar  Pajak  Keluaran  atas penyerahan dalam negeri dengan Faktur Pajak dalam SPT Masa PPN 1111 pada Formulir 1111 A2 untuk Masa Pajak yang sama dengan tanggal Faktur Pajak dibuat. Sedangkan atas Pajak Masukan yang menurut ketentuan peraturan perundang­ undangan di bidang perpajakan dapat dikreditkan namun tidak dilakukan pengkreditan, wajib Anda laporkan dalam Formulir 1111 B3.</p><p>Bagi Anda:</p><p>PKP Pedagang Eceran; atau</p><p>PKP yang melakukan penyerahan BKP dan/ atau JKP yang diatur secara khusus.</p><p>diperkenankan melaporkan Faktur Pajak dalam SPT Masa PPN 1111 dengan cara digunggung.</p><p>Dengan layanan <a href="https://pajaknesia.id/jasa-konsultan-spt-tahunan-pajak-murah-pt-cv-umkm-pribadi/" target="_blank" rel="noopener">jasa konsultan pajak spt tahunan</a> dan <a href="https://pajaknesia.id/jasa-pembuatan-pkp-murah-cepat-badan-usaha-pt-cv-yayasan/" target="_blank" rel="noopener">PKP</a> yang tidak memenuhi ketentuan ini namun melaporkan Faktur Pajak dalam SPT Masa PPN 1111 dengan cara digunggung merupakan PKP yang menyampaikan SPT Masa PPN dengan tidak benar yang dapat dikenai sanksi sesuai dengan ketentuan peraturan perundang-undangan perpajakan.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/cara-lapor-spt-ppn-pajaknesia/">cara lapor spt ppn update</a></h2>				</div>
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		<p>Artikel <a href="https://pajaknesia.id/cara-lapor-spt-ppn-pajaknesia/">Cara Lapor SPT PPN : Pajaknesia #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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		<title>Contoh Soal Pajak PPH 21 : Pajaknesia.id #1</title>
		<link>https://pajaknesia.id/contoh-soal-pajak-pph-21-penghasilan/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 May 2024 06:39:01 +0000</pubDate>
				<category><![CDATA[Artikel]]></category>
		<category><![CDATA[cara hitung pph 21]]></category>
		<category><![CDATA[cara menghitung pph 21]]></category>
		<category><![CDATA[cara menghitung tarif pph 21]]></category>
		<category><![CDATA[cara perhitungan pph 21]]></category>
		<category><![CDATA[contoh soal pph 21]]></category>
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					<description><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/contoh-soal-pajak-pph-21-penghasilan/">Contoh Soal Pajak PPH 21 : Pajaknesia.id #1</a></p>
<p>cara menghitung perhitungan pasal tarif pajak pph 21 CONTOH PERHITUNGAN PPH 21 Download Aplikasi izinesia untuk memudahkan cara menghitung tarif pajak PPH 21 Cara Hitung PPh 21 (Pajaknesia.id) Pajak Penghasilan Pasal 21 (PPh 21) merupakan jenis pajak yang dikenakan terhadap penghasilan berupa gaji, upah, honorarium, tunjangan dan pembayaran lain yang diterima oleh pegawai, bukan pegawai, [&#8230;]</p>
<p>Artikel <a href="https://pajaknesia.id/contoh-soal-pajak-pph-21-penghasilan/">Contoh Soal Pajak PPH 21 : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/contoh-soal-pajak-pph-21-penghasilan/">Contoh Soal Pajak PPH 21 : Pajaknesia.id #1</a></p>
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									<p>Apa Itu PPh 21?</p><p>Sesuai Undang-Undang Pajak Penghasilan ( PPh ), yakni No. 36/2008 yang merupakan perubahan keempat UU PPh No. 7/1983, pengertian PPh Pasal 21 adalah pajak atas penghasilan sehubungan dengan pekerjaan, jasa, atau kegiatan dengan nama dan dalam bentuk apa pun yang diterima oleh Wajib Pajak orang pribadi dalam negeri.</p><p>Penghasilan yang dimaksud bisa berupa gaji, upah, honorarium, tunjangan, dan pembayaran lain.</p><p>Mengacu Peraturan Direktur Jenderal Pajak Nomor: PER-32/PJ/2016, batas penghasilan yang dikenakan pajak adalah di atas Rp4,5 juta per bulan atau lebih dari Rp54 juta setahun.</p><p>Ini berlaku untuk karyawan tetap maupun karyawan tidak tetap.</p><p>Sedangkan bagi tenaga kerja lepas (pekerja bebas) yang menerima imbalan tidak bersifat berkesinambungan, batas penghasilan yang dikenakan pajak (PPh 21) adalah lebih dari Rp450 ribu sehari atau di atas Rp4,5 juta sebulan.</p><p>Tarif PPh 21 bagi pekerja lepas ini sebesar 50% dari jumlah penghasilan bruto</p><p>Namun kali ini yang dibahas adalah tentang PPh 21 karyawan, yang artinya bukan merupakan pekerja lepas</p><p>Ketahui penghitungan PPh 21 karyawan dan cara pembayaran pajak bagi perusahaan yang memotong PPh Pasal 21 karyawan sebagai Wajib Pajak Badan yang telah memungut PPh 21.</p><p>Contoh,</p><p>Pak Shadi karyawan di PT XYZ dan memiliki total gaji atau penghasilan bruto sebesar Rp20.000.000 per bulan. Maka, besar biaya jabatan yang harus dikeluarkan Pak <span style="font-size: 20px; font-style: normal; font-weight: 500;">Shadi</span> atau yang dipotong <span style="font-size: 20px; font-style: normal; font-weight: 500;">PT XYZ</span> setiap bulannya adalah:</p><p>= Gaji Bruto x Biaya Jabatan</p><p>= Rp20.000.000 x 5%</p><p>= Rp1.000.000</p><p>Namun, karena maksimal biaya jabatan sesuai ketentuan DJP itu hanya Rp500.000 sebulan, maka biaya jabatan yang dipotong dari gaji Pak <span style="font-size: 20px; font-style: normal; font-weight: 500;">Shadi</span> ini bukan Rp1.000.000 melainkan hanya Rp500.000 saja.</p><p>BPJS Ketenagakerjaan adalah program jaminan sosial diselenggarakan oleh pemerintah.</p><p>Iuran BPJS Ketenagakerjaan merupakan biaya yang harus dibayarkan oleh perusahaan/pemberi kerja dan karyawan yang menjadi peserta BPJS Ketenagakerjaan.ini.</p><p>Perusahaan yang mendaftarkan karyawannya sebagai peserta BPJS, akan menanggung sebagian persentase tarif iuran BPJS Ketenagakerjaan ini.</p><p>Sedangkan beberapa persentase lainnya dibebankan pada karyawan.</p><p>Rincian iuran yang harus dibayarkan dari program BPJS Ketenagakerjaan ini adalah:</p><p>Jaminan Kecelakaan Kerja (JKK) =&gt; Karyawan membayar 0,24% – 1,74% dan Perusahaan menanggung 1%<br />Jaminan Kematian (JK) =&gt; Karyawan membayar 0,3% dan Perusahaan menanggung Rp6.800<br />Jaminan Hari Tua (JHT) =&gt; Karyawan membayar 5,7% dan Perusahaan menanggung 2%<br />Jaminan Pensiun (JP) =&gt; Karyawan membayar 1% dan Perusahaan menanggung 2%<br />Jumlah persentase iuran BPJS Ketenagakerjaan itu dikalikan dengan jumlah gaji,</p><p>4. BPJS Kesehatan<br />Komponen dalam penghitungan PPh 21 berikutnya adalah iuran BPJS Kesehatan.</p><p>BPJS Kesehatan adalah program jaminan kesehatan yang juga diselenggarakan oleh pemerintah.</p><p>Jumlah iuran BPJS Kesehatan ini juga ditanggung oleh perusahaan dan juga karyawan itu sendiri.</p><p>Besar iuran BPJS Kesehatan adalah 5% dari penghasilan karyawan setiap bulannya, dengan ketentuan 4% ditanggung perusahaan dan 1% dibayar oleh karyawan peserta BPJS Kesehatan ini.</p><p>Besar PTKP yang Jadi Hak Karyawan dalam PPh 21</p><p>Harus dipahami juga dalam penghitungan PPh Pasal 21 karyawan ini juga ada yang namanya Penghasilan Tidak Kena Pajak ( PTKP ) sebagai hak karyawan dari pemerintah.</p><p>Artinya, ada sejumlah nilai dari penghasilan karyawan itu tidak dikenakan pajak.</p><p>Jadi, setelah gaji dikurangi dengan PTKP, hasilnya akan diketahui besar Penghasilan Kena Pajaknya.</p><p>Pengertian Penghasilan Kena Pajak adalah jumlah upah karyawan/pekerja yang akan dikenakan PPh 21 setelah dikalkulasikan dengan tunjangan, biaya jabatan, BPJS Ketenagakerjaan, BPJS Kesehatan, dan lainnya.</p><p>Besar PTKP bisa berubah-ubah setiap tahunnya tergantung dari kebijakan pemerintah yang diatur melalui Peraturan Menteri Keuangan (PMK) sebagai aturan pelaksana dari UU PPh.</p><p>Besarnya PTKP sesuai PMK No. 101/PMK/2016 adalah:</p><p>Rp54.000.000 per tahun =&gt; PTKP untuk WP Orang Pribadi</p><p>Rp4.500.000 per tahun =&gt; Tambahan PTKP untuk WP yang menikah (Tanpa Tanggungan</p><p>Rp4.500.000 per tahun =&gt; Tambahan PTKP untuk setiap keluarga sedarah atau anak yang menjadi tanggungan</p><p>Rp54.000.000 per tahun =&gt; PTKP untuk istri yang penghasilannya digabung dengan suami</p><p>PTKP Pria/Wanita Lajang PTKP Pria/Wanita Kawin PTKP Suami-Istri Digabung</p><p>TK/0 = Rp54.000.000 K/0 = Rp58.500.000 K/I/0 = Rp112.500.000</p><p>TK/1 = Rp58.500.000 K/1 = Rp63.000.000 K/I/1 = Rp117.000.000</p><p>TK/2 = Rp63.000.000 K/2 = Rp67.000.000 K/I/2 = Rp121.500.000</p><p>TK/3 = Rp67.500.000 K/3 = Rp72.000.000 K/I/3 = Rp126.000</p><p>Keterangan Tabel:</p><p>PTKP Wajib Pajak Orang Pribadi Tidak Kawin (TK)</p><p>TK/0 = Tanpa Tanggungan</p><p>TK/1 = Punya 1 Tanggungan</p><p>TK/2 = Punya 2 Tanggungan</p><p>TK/3 = Punya 3 Tanggungan</p><p>PTKP Wajib Pajak Orang Pribadi Kawin (K)</p><p>K/0 = Tanpa Tanggungan</p><p>K/1 = Punya 1 Tanggungan</p><p>K/2 = Punya 2 Tanggungan</p><p>K/3 = Punya 3 Tanggungan</p><p>PTKP Wajib Pajak Orang Pribadi dengan Penghasilan Istri Digabung Suami (K/I)</p><p>K/I/0 = Tanpa Tanggungan</p><p>K/I/1 = Punya 1 Tanggungan</p><p>K/I/2 = Punya 2 Tanggungan</p><p>K/I/3 = Punya 3 Tanggungan</p><p> </p>								</div>
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									<p>Metode Penghitungan PPh 21 Karyawan<br />Setelah mengetahui komponen penghitungan PPh 21 karyawan, kemudian besar PTKP sebagai pengurang Penghasilan Kena Pajak, dan tarif progresif untuk mengetahui PPh terutang yang harus disetor ke kas negara, berikutnya ketahui pula metode penghitungan PPh 21 karyawan.</p><p>Metode penghitungan yang digunakan untuk mengenakan PPh dari gaji karyawan ini akan memengaruhi jumlah penghasilan yang akan diterima sang pekerja.</p><p>Berikut tiga metode penghitungan pajak penghasilan dari gaji yang akan diterima karyawan:</p><p>1. Metode ‘Nett’<br />Penghitungan PPh dengan metode neto (net) adalah pemotongan pajak yang dilakukan perusahaan, dimana perusahaanlah yang menanggung pajak karyawan tersebut.</p><p>Artinya, gaji yang diterima karyawan sudah bersih atau tidak termasuk yang akan dipotong pajak penghasilan.</p><p>Singkatnya, menghitung PPh 21 dengan menggunakan metode Nett adalah pemotongan pajak di mana perusahaan yang menanggung pajak karyawannya.</p><p>Contoh,</p><p>Pak Kelik seorang lajang yang melamar kerja di PT AAA. Dia mengajukan gaji sebesar Rp10.000.000 Nett dan perusahaan menyetujuinya.</p><p>Sehingga potongan PPh 21 yang dikenakan pada Pak Kelik dari penghitungan jumlah gaji tersebut adalah di luar dari jumlah nominal Rp10.000.000 itu.</p><p>Artinya, PPh 21 dari perhitungan nilai gaji Rp10.000.000 ditanggung oleh perusahaan yang mempekerjakan Pak Kelik.</p><p>Ilustrasi penghitungan metode Nett,</p><p>Ilustrasi tanpa penghitungan pengurang dari tunjangan, BPJS dan lainnya.</p><p>Gaji Pokok setahun = Rp10.000.000 x 12 bulan = Rp120.000.000<br />Biaya Jabatan setahun = 5% x Rp10.000.000 = Rp500.000 sebulan <br />= Rp500.000 x 12 bulan = Rp6.000.000 (-)<br />Penghasilan Neto = Rp119.000.000<br />PTKP (TK/0) = Rp54.000.000 (-)<br />Penghasilan Kena Pajak = Rp65.400.000<br />PPh 21 Terutang: <br />5% x Rp50.000.000 = Rp2.500.000 <br />15% x Rp16.400.000 = Rp2.310.000 (+) <br />PPh 21 Terutang setahun = Rp4.810.000<br />PPh 21 Terutang sebulan = Rp4.810.000 / 12 bulan = Rp400.833<br />Gaji yang diterima per bulan = Rp400.833 dibayarkan oleh perusahaan</p><p>2. Metode ‘Gross’</p><p>Kebalikan dari penghitungan PPh dengan metode gross (bruto) adalah cara menghitung pajak penghasilan yang secara keseluruhan dibebankan pada gaji yang seharusnya diterima karyawan.</p><p>Jadi, gaji yang akan diterima karyawan setiap bulannya tersebut belum termasuk potongan pajak penghasilan.</p><p>Singkatnya, menghitung PPh 21 dengan menggunakan metode Gross adalah pemotongan pajak penghasilan di mana karyawan yang menanggung pajaknya.</p><p>Contoh,</p><p>Pak masih lajang dan melamar kerja di PT BBB dan perusahaan memberikan gaji Rp10.000.000 gross.</p><p>Maka potongan PPh 21 yang dihitung dari jumlah nominal nominal tersebut akan dibebankan atau diambil dari nilai Rp10.000.000 itu.</p><p>Dengan demikian, PPh 21 dari perhitungan nilai gaji Rp10.000.000 itu ditanggung oleh Pak Kelik yang akan mengurangi jumlah nominal gaji yang akan diterimanya.</p><p>Ilustrasi penghitungan metode gross,</p><p>Ilustrasi tanpa penghitungan pengurang dari tunjangan, BPJS dan lainnya.</p><p>Gaji Pokok setahun = Rp10.000.000 x 12 bulan = Rp120.000.000</p><p>Biaya Jabatan setahun= 5% x Rp10.000.000 = Rp500.00 sebulan</p><p>= Rp500.000 x 12 bulan = Rp6.000.000 (-)</p><p>Penghasilan Neto Setahun = Rp119.400.000</p><p>PTKP (TK/0) = Rp54.000.000 (-)</p><p>Penghasilan Kena Pajak = Rp65.400.000</p><p>PPh 21 Terutang:</p><p>5% x Rp50.000.000= Rp2.500.000</p><p>15% x Rp15.400.000= Rp2.310.000 (+)</p><p>PPh 21 Terutang setahun = Rp4.810.000</p><p>PPh 21 Terutang sebulan = Rp4.810.000 / 12 bulan = Rp400.833</p><p>Gaji yang diterima sebulan = Rp10.000.000 – Rp400.833</p><p>3. Metode ‘Gross Up’<br />Cara menghitung pajak penghasilan dengan metode gross up ini artinya memberikan tunjangan kepada karyawan sejumlah potongan pajak yang ditentukan.</p><p>Sehingga penghitungan PPh 21 metode Gross Up ini terbilang lebih rumit dibanding metode Nett ataupun Gross, karena metode penghitungannya didasarkan pada jumlah tunjangan yang sama besar dengan jumlah pajak yang dipotong dari karyawan.</p><p>Contoh,</p><p>Pak Kelik melamar kerja di PT CCC dan masih lajang dengan kesepakatan gaji adalah Rp10.000.000 dengan metode Gross Up. Ada biaya jabatan dan tunjangan pajak.</p><p>Maka, penghasilan yang akan diterima Pak Kelik nantinya mengikuti jumlah tunjangan pajak yang diberikan perusahaan berdasarkan lapisan penghitung yang digunakan untuk menentukan jumlah mendapatkan jumlah tunjangan pajak tersebut.</p><p>Tunjangan Pajak ini dihitung berdasarkan besar Penghasilan Kena Pajak dengan mengikuti formula Lapisan Penghasilan Kena Pajak, yaitu:</p><p>Lapisan 1 =&gt; Penghasilan Kena Pajak Rp0 – Rp47.500.000 (Penghasilan Kena Pajak setahun – 0) x 5/95 + 0<br />Lapisan 2 =&gt; Penghasilan Kena Pajak Rp47.500.000 – Rp217.500.000 (Penghasilan Kena Pajak setahun – Rp47.000.000 (Penghasilan Kena Pajak setahun – Rp217.500.000) x 15/85 + Rp2.500.000<br />Lapisan 3 =&gt; Penghasilan Kena Pajak lebih dari Rp217.500.000 (Penghasilan Kena Pajak setahun – Rp405.000.000 (Penghasilan Kena Pajak setahun – Rp217.500.000) x 25/75 + 32.500.000<br />Lapisan 4 =&gt; Penghasilan Kena Pajak lebih dari Rp405.000.000 (Penghasilan Kena Pajak setahun – Rp405.000.000) x 30/70 + Rp95.000.000<br />Ilustrasi penghitungan metode Gross Up,</p><p>Berikut ilustrasi cara menghitung gaji dengan metode gross up dari gaji Pak Kelik yang sebesar Rp10.000.000 per bulan yang masih berstatus tidak kawin dan tanpa tanggungan (TK/0):</p><p>Gaji Pokok setahun = Rp10.000.000 x 12 bulan = Rp120.000.000<br />Biaya Jabatan setahun = Rp10.000.000 x 5% = Rp500.000 (sebulan) <br />= Rp500.000 x 12 bulan = Rp6.000.000 (-)<br />Penghasilan Neto setahun = Rp114.000.000<br />PTKP (TK/0) = Rp54.000.000 (-)<br />Penghasilan Kena Pajak = Rp60.000.000<br />Lapisan 2 = Rp60.000.000 – Rp47.500.000 x 15/85 + Rp2.500.000 = Rp4.705.882<br />Tunjangan Pajak sebulan = Rp4.705.882 / 12 bulan = Rp392.156<br />Penghasilan Pokok: = (Gaji Pokok + Tunjangan PPh 21) <br />= Rp10.000.000 + Rp392.156 = Rp10.392.156<br />Penghasilan Bersih sebulan = (Gaji Pokok – Biaya Jabatan sebulan) <br />= Rp10.392.156 – Rp500.000 = Rp9.892.156<br />Penghasilan Bersih setahun = Rp10.392.156 x 12 bulan = Rp118.345.872<br />Penghasilan Kena Pajak = Penghasilan Bersih – PTKP <br />= Rp118.345.872 – Rp54.000.000 = Rp64.345.872<br />PPh 21 Terutang: <br />5% x Rp50.000.000 = Rp2.500.000 <br />15% x Rp14.345.872 = Rp2.151.880,8 (+) <br />= Rp4.651.880,8<br />PPh 21 Terutang sebulan = Rp4.651.880,8 / 12 = Rp387.656,7<br />Gaji yang diterima = Rp10.000.000 – Rp387.656,7 = Rp9.612.343,3</p><p>Penghitungan PPh 21 Karyawan Harian atau Pekerja Lepas<br />Status karyawan atau Pekerja Harian Lepas (PHL) yang dasar hukumnya diatur dalam Keputusan Menteri Tenaga Kerja dan Transmigrasi RI nomor Kep-100/Men/Vi/2004 tentang Ketentuan Pelaksanaan Perjanjian Kerja Waktu Tertentu.</p><p>Kepmen ini merupakan peraturan pelaksana dari Undang-Undang Nomor 13 Tahun 2003 mengenai Perjanjian Kerja Waktu Tertentu.</p><p>Namun, ketentuan dalam UU 13/2003 ini telah direvisi dalam Undang-Undang Nomor 11 Tahun 2020 tentang Cipta Kerja yang memuat beberapa klaster, salah satunya Klaster Ketenagakerjaan.</p><p>UU Cipta Kerja resmi diundangkan dan berlaku pada 2 November 2020.</p><p>Dalam UU Cipta Kerja ini diatur kembali ketentuan mengenai Perjanjian Kerja Waktu Tertentu ( PKWT ) dan Perjanjian Kerja Waktu Tidak Tertentu ( PKWTT ).</p><p>Punya Kewajiban PPh 21</p><p>Pekerja yang berstatus karyawan harian atau pekerja lepas juga memiliki kewajiban Pajak Penghasilan (PPh) Pasal 21.</p><p>PPh 21 karyawan harian lepas ini dihitung berdasarkan upah harian dan jumlah akumulasi upah harian yang diterima dalam satu bulan ( Masa Pajak ).</p><p>1. Tidak Dikenakan PPh 21<br />Karyawan harian lepas yang dikenakan PPh 21 jika:</p><p>Upah &gt; Rp450.000 sehari<br />Jumlah upah kumulatif &gt; Rp4.500.000 sebulan<br />2. Dikenakan PPh 21<br />Karyawan harian lepas yang tidak dikenakan PPh 21 adalah:</p><p>Jika upah &lt; Rp450.000 sehari<br />Jumlah upah kumulatif &lt; Rp4.500.000<br />Tarif PPh 21 karyawan harian lepas berdasarkan tarif pajak progresif Pasal 17 ayat (1) UU PPh sebagai Dasar Pengenaan Pajak ( DPP ).</p><p>Jumlah Penghasilan Harian Penghasilan Kumulatif Sebulan Tarif dan DPP<br />&lt; Rp450.000 &lt; Rp4.500.000 Tidak Dipotong PPh 21<br />&gt; Rp450.000 &lt; Rp4.500.000 5% x (Upah – Rp450.000)<br />&lt; Rp450.000 &gt; Rp4.500.000 5% x (Upah – PTKP: 360)<br />&gt; Rp450.000 &gt; Rp4.500.000 5% x (Upah – PTKP: 360)<br />&lt; Rp450.000 &gt; Rp10.200.000 Tarif progresif UU PPh Pasal 17<br />&gt; Rp450.000 &gt; Rp10.200.000 Tarif progresif UU PPh Pasal 17   </p><p>Cara Hitung PPh 21 Kenaikan Gaji<br />Pak Shadi merupakan karyawan tetap di PT XYZ dengan gaji pada Januari 2020 sebesar Rp10.000.000 dan iuran pensiun Rp400.000. Pak <span style="font-size: 20px; font-style: normal; font-weight: 500;">Shadi</span> sudah menikah tapi belum punya anak. Kemudian pada Juli Pak <span style="font-size: 20px; font-style: normal; font-weight: 500;">Shadi</span> mendapatkan kenaikan gaji sebesar Rp2.000.000 dan iuran pensiun naik jadi Rp480.000.</p><p>Maka, PPh 21 yang harus dibayar Pak Kelik atau dipotong perusahaan pada saat pembayaran gaji Juli adalah:</p><p>Gaji Pokok setahun = Rp10.000.000 x 12 bulan = Rp120.000.000<br />Biaya Jabatan sebulan = 5% x Rp10.000.000 = Rp500.000 <br />· Biaya Jabatan setahun = Rp500.000 x 12 bulan = Rp5.000.000<br />Iuran Pensiun setahun = Rp400.000 x 12 bulan = Rp4.800.000 (-)<br />Penghasilan Neto Setahun = Rp110.600.000<br />PTKP (K/0) = Rp58.500.000 (-)<br />Penghasilan Kena Pajak = Rp51.700.000<br />PPh 21 Terutang: <br />5% x Rp50.000.000 = Rp2.500.000 <br />15% x Rp1.700.000 = Rp255.000 (+) <br />PPh 21 Terutang setahun = Rp2.755.000<br />PPh 21 Terutang sebulan = Rp2.755.000 / 12 bulan = Rp229.583<br />Gaji diterima sebulan (Januari-Juni) = Rp10.000.000 – Rp229.583 = 9.770.416<br />Gaji mulai Juli 2020 <br />Gaji Pokok setahun = Rp10.000.000 + Rp2.000.000 x 12 = Rp144.000.000<br />Biaya Jabatan setahun = 5% x Rp12.000.000 x 12 = Rp7.200.000<br />Iuran Pensiun setahun = Ro480.000 x 12 = Rp5.760.000 (-)<br />Penghasilan Neto = Rp131.040.000<br />PTKP (K/0) = Rp58.500.000 (-)<br />Penghasilan Kena Pajak = Rp72.540.000<br />PPh 21 Terutang: <br />5% x Rp50.000.000 = Rp2.500.000 <br />15% x Rp22.540.000 = Rp3.381.000 (+) <br />PPh Terutang disetahunkan = Rp5.881.000<br />PPh Terutang sebulan = Rp5.881.000 / 12 = Rp490.083<br />Gaji yang diterima = Rp12.000.000 – Rp490.083.</p><p> </p>								</div>
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		<p>Artikel <a href="https://pajaknesia.id/contoh-soal-pajak-pph-21-penghasilan/">Contoh Soal Pajak PPH 21 : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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		<title>Berapa Pajak Penjualan Saham? : Pajaknesia.id #1</title>
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		<pubDate>Thu, 30 May 2024 06:09:35 +0000</pubDate>
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<a href="https://pajaknesia.id/berapa-pajak-penjualan-saham/">Berapa Pajak Penjualan Saham? : Pajaknesia.id #1</a></p>
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<p>Artikel <a href="https://pajaknesia.id/berapa-pajak-penjualan-saham/">Berapa Pajak Penjualan Saham? : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
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					<p class="elementor-heading-title elementor-size-default">CARA MENGHITUNG PAJAK PENJUALAN SAHAM</p>				</div>
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									<p><strong>Cara Menghitung Pajak Penjualan Saham  (</strong><a href="https://pajaknesia.id/jasa-konsultan-pengurusan-pajak-murah-efaktur/" target="_blank" rel="noopener">jasa pengurusan pajak</a><strong> pajaknesia.id)</strong></p><p><strong>Pengertian Saham</strong></p><p>&#8220;Saham&#8221; adalah instrumen keuangan yang menandakan kepemilikan seseorang atau badan terhadap suatu perusahaan. Dengan memiliki saham, pemegang saham berhak atas sebagian aset dan pendapatan perusahaan tersebut. Pemegang saham juga memiliki hak untuk ikut serta dalam rapat umum pemegang saham dan memberikan suara dalam pengambilan keputusan penting perusahaan.</p><p>Saham dapat diperdagangkan di bursa efek, di mana harga saham ditentukan oleh penawaran dan permintaan pasar. Investasi dalam saham dapat memberikan keuntungan dalam bentuk capital gain (selisih harga jual dan beli saham) dan dividen (pembagian keuntungan perusahaan kepada pemegang saham). Namun, investasi saham juga memiliki risiko, termasuk risiko kehilangan nilai investasi jika harga saham turun.</p><p><b>Pajak Penjualan Saham di Bursa Efek:</b></p><p>Tarif pajak penjualan saham di bursa efek adalah 0,1% dari nilai bruto transaksi penjualan saham. Jika saham yang dijual adalah saham pendiri, terdapat tambahan tarif sebesar 0,5% dari nilai saham pada saat penutupan bursa efek di akhir tahun 1996 atau nilai IPO saham untuk perusahaan yang diperdagangkan setelah 1 Januari 1997.</p><p>Pajak ini bersifat final, artinya tidak ada kewajiban untuk melaporkan kembali penghasilan tersebut dalam penghitungan pajak tahunan karena sudah dianggap lunas dengan pemotongan PPh final ini.</p>								</div>
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															<img decoding="async" width="916" height="400" src="https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia.jpg" class="attachment-large size-large wp-image-12407" alt="jasa konsultan pengurusan pajak pribadi umkm badan hukum pembuatan pendirian pt cv yayasan koperasi pendaftaran merek izinesia pajaknesia aplikasi pembukuan keuangan" srcset="https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia.jpg 916w, https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia-300x131.jpg 300w, https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia-768x335.jpg 768w" sizes="(max-width: 916px) 100vw, 916px" />															</div>
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									<p style="font-size: 16px; font-style: normal; font-weight: 400;"><span style="font-weight: bold;">Pajak Penjualan Saham Non-Bursa:</span></p><p style="font-size: 16px; font-style: normal; font-weight: 400;">Untuk transaksi penjualan saham di luar bursa (non-bursa), pajak yang dikenakan adalah PPh berdasarkan tarif umum sesuai dengan Pasal 17 UU PPh. Tarif ini bersifat progresif untuk wajib pajak orang pribadi dan tarif 22% untuk wajib pajak badan.</p><p style="font-size: 16px; font-style: normal; font-weight: 400;"><span style="font-weight: bold;">Pajak atas Dividen:</span></p><p style="font-size: 16px; font-style: normal; font-weight: 400;">Dividen yang diterima dari kepemilikan saham juga dikenakan pajak. Tarif PPh final atas dividen untuk wajib pajak dalam negeri adalah 10% dari penghasilan bruto</p><p style="font-size: 16px; font-style: normal; font-weight: 400;"><span style="font-weight: bold;">Pelaporan Pajak Saham:</span></p><p style="font-size: 16px; font-style: normal; font-weight: 400;">Pajak yang telah dipotong dari transaksi penjualan saham di bursa efek dilaporkan pada Surat Pemberitahuan Tahunan (SPT) Pajak Penghasilan sebagai penghasilan yang dikenakan PPh final. Jika menggunakan formulir SPT 1770 S, laporan ini diisi pada Form 1770 S-II Bagian A angka (3)</p><p style="font-size: 16px; font-style: normal; font-weight: 400;">Dengan memahami ketentuan ini, investor dapat menghitung dan melaporkan pajak penjualan saham dengan benar sesuai dengan peraturan yang berlaku di Indonesia.</p>								</div>
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href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-bsd-alam-sutera-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki bsd alam sutera murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-cikarang-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki cikarang murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-cilegon-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki cilegon murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-depok-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki depok murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-jakarta-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki jakarta murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-balikpapan-paten-cipta-murah-haki/">jasa 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		<p>Artikel <a href="https://pajaknesia.id/berapa-pajak-penjualan-saham/">Berapa Pajak Penjualan Saham? : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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		<title>Pajak 11 Persen Berapa ? : Pajaknesia.id #1</title>
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		<pubDate>Wed, 29 May 2024 13:31:42 +0000</pubDate>
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					<description><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/pajak-11-persen-berapa/">Pajak 11 Persen Berapa ? : Pajaknesia.id #1</a></p>
<p>pajak 11 persen berapa CARA MENGHITUNG PPN TERBARU Download Aplikasi izinesia untuk memudahkan Cara Menghitung PPN izin jasa pembuatan cv murah, jasa pendirian cv murah, izin pendirian cv murah, izin jasa pembuatan pt murah, jasa pendirian pt murah, izin pendirian pt murah, jasa izin pendirian pembuatan pengurusan yayasan murah, jasa izin pengurusan pembuatan pendirian yayasan [&#8230;]</p>
<p>Artikel <a href="https://pajaknesia.id/pajak-11-persen-berapa/">Pajak 11 Persen Berapa ? : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/pajak-11-persen-berapa/">Pajak 11 Persen Berapa ? : Pajaknesia.id #1</a></p>
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					<h1 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/pajak-11-persen-berapa/">pajak 11 persen berapa</a></h1>				</div>
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					<p class="elementor-heading-title elementor-size-default">CARA MENGHITUNG PPN TERBARU</p>				</div>
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															<img fetchpriority="high" decoding="async" width="768" height="673" src="https://pajaknesia.id/wp-content/uploads/2024/05/cara-menghitung-perhitungan-pasal-tarif-pelaporan-lapor-pph-21-768x673.jpeg" class="attachment-medium_large size-medium_large wp-image-15680" alt="cara menghitung perhitungan pasal tarif pph 21 lapor pph final pasal 4 ayat 2" srcset="https://pajaknesia.id/wp-content/uploads/2024/05/cara-menghitung-perhitungan-pasal-tarif-pelaporan-lapor-pph-21-768x673.jpeg 768w, https://pajaknesia.id/wp-content/uploads/2024/05/cara-menghitung-perhitungan-pasal-tarif-pelaporan-lapor-pph-21-300x263.jpeg 300w, https://pajaknesia.id/wp-content/uploads/2024/05/cara-menghitung-perhitungan-pasal-tarif-pelaporan-lapor-pph-21-1024x898.jpeg 1024w, https://pajaknesia.id/wp-content/uploads/2024/05/cara-menghitung-perhitungan-pasal-tarif-pelaporan-lapor-pph-21.jpeg 1080w" sizes="(max-width: 768px) 100vw, 768px" />															</div>
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					<h2 class="elementor-heading-title elementor-size-default">Download Aplikasi izinesia untuk memudahkan <a href="https://pajaknesia.id/pajak-11-persen-berapa/">Cara Menghitung PPN</a></h2>				</div>
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					<p class="elementor-heading-title elementor-size-default"><a href="https://izinesia.id/jasa-pembuatan-cv-murah-aman-cepat-terpercaya-indonesia/">izin jasa pembuatan cv murah</a>, <a href="https://izinesia.id/jasa-pendirian-cv-pengurusan-murah-cepat-aman-izinesia/">jasa pendirian cv murah</a>, <a href="https://izinesia.id/izinesia-pendirian-cv-murah-aman-cepat-terpercaya-indonesia/">izin pendirian cv murah</a>, <a href="https://izinesia.id/jasa-pembuatan-pt-murah-aman-cepat-terpercaya-indonesia/">izin jasa pembuatan pt murah</a>, <a href="https://izinesia.id/jasa-pendirian-pt-murah-aman-cepat-terpercaya-indonesia/">jasa pendirian pt murah</a>, <a href="https://izinesia.id/izinesia-pendirian-pt-murah-aman-cepat-terpercaya-indonesia/">izin pendirian pt murah</a>, <a href="https://izinesia.id/jasa-pendirian-pembuatan-pengurusan-yayasan-murah-cepat-izinesia/">jasa izin pendirian pembuatan pengurusan yayasan murah</a>, <a href="https://izinesia.id/jasa-pendirian-pembuatan-pengurusan-yayasan-jakarta-murah-cepat-izinesia/">jasa izin pengurusan pembuatan pendirian yayasan jakarta murah</a>, <a href="https://izinesia.id/jasa-pendirian-pembuatan-pengurusan-yayasan-bogor-murah-cepat-izinesia/">jasa izin pengurusan pembuatan pendirian yayasan bogor murah</a>, <a href="https://izinesia.id/jasa-pendirian-pembuatan-pengurusan-yayasan-depok-murah-cepat-izinesia/">jasa izin pengurusan pembuatan pendirian yayasan depok murah</a>, <a href="https://izinesia.id/jasa-pendirian-pembuatan-pengurusan-yayasan-tangerang-banten-serang-murah-zinesia/">jasa izin pengurusan pembuatan pendirian yayasan tangerang banten serang murah</a>, <a href="https://izinesia.id/jasa-pendirian-pembuatan-pengurusan-yayasan-bsd-serpong-bintaro-murah-izinesia/">jasa izin pengurusan pembuatan pendirian yayasan bsd serpong bintaro murah</a>, <a href="https://izinesia.id/jasa-pendirian-pembuatan-pengurusan-yayasan-bekasi-cikarang-karawang-murah-izinesia/">jasa izin pengurusan pembuatan pendirian yayasan bekasi cikarang karawang murah</a>, <a href="https://izinesia.id/jasa-pendirian-pembuatan-pengurusan-yayasan-bandung-sumedang-murah-izinesia/">jasa izin pengurusan pembuatan pendirian yayasan bandung</a>, <a href="https://izinesia.id/jasa-pendirian-pembuatan-pengurusan-koperasi-murah-cepat-izinesia/">jasa izin pendirian pembuatan pengurusan koperasi murah</a>, <a href="https://izinesia.id/jasa-penutupan-pt-cv-pma-yayasan-koperasi-pengurusan-murah-jakarta-izinesia/">jasa pengurusan penutupan pt cv pma yayasan koperasi murah jakarta</a>, <a href="https://izinesia.id/jasa-penutupan-pt-cv-pma-yayasan-koperasi-pengurusan-murah-bogor-izinesia/">jasa pengurusan penutupan pt cv pma yayasan koperasi murah bogor</a>, <a href="https://izinesia.id/jasa-penutupan-pt-cv-pma-yayasan-koperasi-pengurusan-murah-depok-izinesia/">jasa pengurusan penutupan pt cv pma yayasan koperasi murah depok</a>, <a href="https://izinesia.id/jasa-penutupan-pt-cv-pma-yayasan-koperasi-pengurusan-murah-tangerang-izinesia/">jasa pengurusan penutupan pt cv pma yayasan koperasi murah tangerang</a>, <a href="https://izinesia.id/jasa-penutupan-pt-cv-pma-yayasan-koperasi-pengurusan-murah-bekasi-izinesia/">jasa pengurusan penutupan pt cv pma yayasan koperasi murah bekasi</a>, <a href="https://izinesia.id/jasa-penutupan-pt-cv-pma-yayasan-koperasi-pengurusan-murah-bandung-izinesia/">jasa pengurusan penutupan pt cv pma yayasan koperasi murah bandung</a>, <a href="https://izinesia.id/jasa-pengurusan-pembubaran-pt-cv-pma-murah-jakarta-bogor-depok-tangerang-bekasi/">jasa pengurusan pembubaran pt cv pma murah jakarta bogor depok tangerang bekasi</a>, <a href="https://izinesia.id/jasa-pengurusan-sni-murah-jakarta-bogor-depok-profesional/">jasa pengurusan sni murah jakarta bogor depok</a>, <a href="https://izinesia.id/jasa-pengurusan-sni-murah-jakarta-bogor-depok-profesional/">jasa pengurusan perizinan sni murah tangerang bekasi bandung</a>, <a href="https://izinesia.id/jasa-pengurusan-sertifikat-iso-murah-jakarta-bogor-depok-tangerang-bekasi-bandung/">jasa pengurusan sertifikat iso jakarta bogor depok tangerang bekasi bandung murah</a>, <a href="https://izinesia.id/jasa-pengurusan-sertifikat-postel-sdppi-kominfo-murah-jakarta-bogor-depok-tangerang-bekasi-bandung/">jasa pengurusan sertifikat postel sdppi kominfo murah jakarta bogor depok tangerang bekasi bandung</a>, <a href="https://izinesia.id/jasa-pengurusan-sertifikat-k3l-murah-jakarta-bogor-depok-tangerang-bekasi-bandung/">jasa pengurusan sertifikat k3l murah jakarta bogor depok tangerang bekasi bandung</a>, <a href="https://izinesia.id/jasa-pembuatan-pt-murah-aman-cepat-terpercaya-indonesia/">jasa pembuatan pt</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-depok-murah-cepat-aman/">Jasa izin pendirian pembuatan pengurusan PT Depok murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-bekasi-murah-cepat-aman/">Jasa izin pendirian pembuatan pengurusan PT bekasi murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-bogor-murah-cepat-aman/">Jasa izin Pembuatan pengurusan pendirian PT Bogor murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pt-tangerang-murah-cepat-terpercaya/">jasa izin pengurusan pembuatan pendirian pt tangerang murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-jakarta-murah-cepat-aman/">Jasa izin Pembuatan pengurusan pendirian PT jakarta murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-bandung-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt bandung murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-bali-denpasar-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt bali denpasar murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-bandar-lampung-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt bandar lampung murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-banjarmasin-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt banjarmasin murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-banda-aceh-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt banda aceh murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-banten-serang-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt banten serang murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-bsd-alam-sutera-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt bsd alam sutera murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-cirebon-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt cirebon murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-yogyakarta-solo-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt yogyakarta solo murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-makassar-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt makassar murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-manado-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt manado murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-medan-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt medan murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-padang-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt padang murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-palembang-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt palembang murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-surabaya-malang-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt surabaya malang murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-pt-tasikmalaya-murah-cepat-aman/">jasa izin pembuatan pengurusan pendirian pt tasikmalaya murah</a>, <a href="https://izinesia.id/jasa-konsultan-hukum-pengacara-advokat-terpercaya-indonesia/">Jasa Konsultan Hukum Pengacara Advokat</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-jakarta-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV Jakarta murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-bogor-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV bogor murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-depok-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV depok murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-tangerang-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV tangerang murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-bekasi-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV bekasi murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-bandung-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV bandung murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-surabaya-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV surabaya murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-yogyakarta-solo-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV yogyakarta solo murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-banten-cilegon-murah-cepat-aman/&quot;"> Jasa izin Pembuatan pengurusan pendirian CV banten cilegon murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-medan-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV Medan murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-palembang-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV Palembang murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-bali-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV bali murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-aceh-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV aceh murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-pekanbaru-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV Pekanbaru murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-makassar-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV Makassar murah</a>, <a href="https://izinesia.id/jasa-izin-pembuatan-pengurusan-pendirian-cv-pontianak-murah-cepat-aman/&quot;">Jasa izin Pembuatan pengurusan pendirian CV Pontianak murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-haki-murah-indonesia/">izin jasa pendaftaran pengurusan haki murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-cirebon-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki cirebon murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-aceh-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki aceh murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-bali-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki bali murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-bandung-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki bandung murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-banjarmasin-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki banjarmasin murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-bekasi-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki bekasi murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-bogor-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki bogor murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-bsd-alam-sutera-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki bsd alam sutera murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-cikarang-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki cikarang murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-cilegon-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki cilegon murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-depok-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki depok murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-jakarta-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki jakarta murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-balikpapan-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki balikpapan murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-kediri-lampung-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki lampung kediri murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-makassar-manado-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki makassar manado murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-medan-padang-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki padang medan murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-palembang-mataram-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki palembang mataram murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-pekalongan-tegal-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki pekalongan tegal murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-semarang-surakarta-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki semarang surakarta murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-serang-banten-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki serang banten murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-surabaya-malang-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki Surabaya malang murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-tangerang-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki tangerang bsd murah</a>, <a href="https://izinesia.id/jasa-izin-pendaftaran-pengurusan-merek-tasikmalaya-paten-cipta-murah-haki/">jasa izin pendaftaran pengurusan merek paten cipta haki tasikmalaya murah</a>, <a href="https://izinesia.id/jasa-pembuatan-aplikasi-android-dan-ios-dekstop-murah/">jasa pembuatan aplikasi android dan ios desktop murah</a>, <a href="https://pajaknesia.id/jasa-konsultasi-pajak-murah-terbaik-indonesia/">jasa konsultan pajak</a>, <a href="https://pajaknesia.id/jasa-konsultasi-pajak-murah-terbaik-indonesia/">jasa konsultasi pajak</a></p>				</div>
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									<p><strong>Cara Menghitung PPN (</strong><a href="https://pajaknesia.id/jasa-konsultan-pengurusan-pajak-murah-efaktur/" target="_blank" rel="noopener">jasa pengurusan pajak</a><strong> pajaknesia.id)</strong></p><p><strong>Pengertian PPN</strong></p><p>Pajak Pertambahan Nilai (PPN) merupakan pajak yang dikenakan atas setiap barang dan jasa yang memiliki pertambahan nilai dalam peredarannya dari konsumen dan produsen. PPN disebut juga Value Added Tax (VAT) atau Goods and Service Tax (GST).</p><p>PPN merupakan jenis pajak tidak langsung karena iuran pajaknya disetorkan oleh pihak lain atau pedagang yang bukan penanggung pajak. Dengan kata lain, penanggung pajak tidak perlu menyetorkan langsung pajak yang ditanggungnya.</p><p><strong>Pemungutan, Penyetoran, dan Pelaporan PPN Dilakukan oleh Pengusaha Kena Pajak (PKP)</strong></p><p><strong>Pihak yang berhak memungut PPN</strong> adalah pengusaha yang sudah dikukuhkan sebagai Pengusaha Kena Pajak (PKP). PKP bisa orang pribadi maupun badan yang memiliki jumlah penjualan barang atau jasa lebih dari Rp4,8 miliar per tahun.</p><p>Agar dikukuhkan menjadi Pengusaha Kena Pajak (PKP), maka seorang pengusaha, baik itu wajib pajak pribadi ataupun wajib pajak badan harus memenuhi syarat subjektif dan objektif sebagai syarat menjadi Pengusaha Kena Pajak (PKP). Adapun poin-poin dalam syarat subjektif dan objektif adalah sebagai berikut:</p><ol><li>Syarat objektif</li></ol><p>Syarat objektif dalam peraturan perpajakan merinci mengenai gambaran kegiatan usaha, yakni sebagai berikut:</p><ol><li>Mengisi formulir pengajuan PKP (formulir di-cap jika permohonan adalah badan usaha)</li><li>Fotokopi Kartu Tanda Penduduk (KTP) Direktur atau Pemilik Usaha</li><li>Fotokopi Nomor Pokok Wajib Pajak (NPWP) Direktur atau Pemilik Usaha</li><li>Fotokopi NPWP perusahaan</li><li>Fotokopi Surat Izin Tempat Usaha (SITU) dan Surat Izin Usaha Perdagangan (SIUP)</li><li>Fotokopi Nomor Pokok Wajib Pajak Daerah (NPWPD) dan Tanda Daftar Perusahaan (TDP)</li><li>Fotokopi akta perusahaan</li><li>Surat kuasa bermaterai (jika pengurusan selain direktur atau pimpinan)</li><li>Syarat subjektif</li></ol><p>Syarat subjektif dalam peraturan perpajakan merinci mengenai gambaran kegiatan usaha, yakni sebagai berikut:</p><ol><li>Laporan keuangan bulan terakhir (neraca atau laporan laba rugi)</li><li>Daftar aset perusahaan secara terperinci</li><li>Foto tempat kegiatan usaha</li><li>Denah lokasi kegiatan usaha</li></ol>								</div>
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									<p>Dalam PPN, dikenal juga istilah pajak keluaran dan pajak masukan. Pajak keluaran merupakan PPN yang dipungut saat PKP menjual Barang Kena Pajak (BKP)/Jasa Kena Pajak (JKP). Sedangkan pajak masukan adalah PPN yang dibayarkan ketika PKP membeli, memperoleh Barang Kena Pajak (BKP)/Jasa Kena Pajak (JKP).</p><p><strong>Pelaporan PPN</strong> dilakukan oleh PKP paling lambat pada akhir bulan berikutnya dan bisa di laporkan melewati https://web-efaktur.pajak.go.id/.</p><p><strong>Tarif PPN</strong></p><p>Setiap jenis pajak memiliki tarif pajaknya masing-masing. Begitupun dengan PPN. Tarif PPN sebagai berikut:</p><ol><li>Tarif umum 11% untuk penyerahan dalam negeri</li><li>Tarif khusus 0% diterapkan atas ekspor Barang Kena Pajak (BKP) berwujud maupun tidak berwujud, dan ekspor Jasa Kena Pajak (JKP).</li><li>Tarif Pajak sebesar 11% dapat berubah menjadi lebih rendah, yaitu 5% dan paling tinggi 15% sebagaimana diatur oleh Peraturan Pemerintah.</li></ol><p><strong>Cara Menghitung PPN</strong></p><p>Untuk menghitung PPN, kita harus menggunakan rumus yakni: <strong>tarif PPN x Dasar Pengenaan Pajak (DPP) atau 10% x DPP</strong>. Agar lebih mudah memahami penggunaan tarif tersebut, mari kita lihat bersama contoh kasus di bawah ini:</p><p>Contoh:</p><ol start="20"><li>Eka merupakan PKP yang menjual BKP pada PT. Indah dengan harga Rp20.000.000. Maka, PPN terutang yang perlu disetorkan adalah:</li></ol><p><strong>PPN terutang: 11% x Rp20.000.000 = Rp2.200.000</strong></p><p>Jadi, PPN Rp 2.200.000 menjadi pajak keluaran yang dipungut PT. Eka dari PT Indah adalah Rp 2.000.000.</p><p><strong>Dasar Hukum PPN</strong></p><p>Dasar hukum atas pengenaan PPN adalah Undang-Undang Nomor 42 Tahun 2009. Dalam UU PPN tersebut diatur hal-hal yang berkaitan dengan PPN seperti objek PPN, tarif PPN, tata cara penyetoran dan pelaporan, dan sebagainya.</p><p><strong>Objek PPN</strong></p><p>Berikut ini objek-objek yang dikenakan PPN:</p><ol><li>Penyerahan BKP dan/atau JKP di dalam daerah pabean yang dilakukan pengusaha.</li><li>Impor BKP.</li><li>Pemanfaatan BKP tidak berwujud dari luar daerah pabean di dalam daerah pabean.</li><li>Pemanfaatan JKP dari luar daerah pabean di dalam daerah pabean.</li><li>Ekspor BKP berwujud atau tidak berwujud dan ekspor JKP oleh PKP.</li><li>Ekspor JKP oleh PKP.</li></ol><p><strong>Kesimpulan</strong></p><p>PPN merupakan pajak yang dikenakan atas setiap barang dan jasa yang memiliki pertambahan nilai dalam peredarannya dari konsumen dan produsen.</p><p>Tarif PPN, sebagai berikut:</p><ol><li>Tarif umum 11% untuk penyerahan dalam negeri</li><li>Tarif khusus 0% diterapkan atas ekspor Barang Kena Pajak (BKP) berwujud maupun tidak berwujud, dan ekspor Jasa Kena Pajak (JKP).</li><li>Tarif Pajak sebesar 11% dapat berubah menjadi lebih rendah, yaitu 5% dan paling tinggi 15% sebagaimana diatur oleh Peraturan Pemerintah.</li></ol><p><strong>Cara menghitung PPN: Tarif PPN x Dasar Pengenaan Pajak (DPP) atau 11% x Dasar Pengenaan Pajak (DPP)</strong></p>								</div>
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		<p>Artikel <a href="https://pajaknesia.id/pajak-11-persen-berapa/">Pajak 11 Persen Berapa ? : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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		<title>Rumus Menghitung Pajak PPH 21 : Pajaknesia.id #1</title>
		<link>https://pajaknesia.id/rumus-pph-21-penghasilan-karyawan/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 29 May 2024 13:29:43 +0000</pubDate>
				<category><![CDATA[Artikel]]></category>
		<category><![CDATA[cara hitung pph 21]]></category>
		<category><![CDATA[cara menghitung pph 21]]></category>
		<category><![CDATA[cara menghitung tarif pph 21]]></category>
		<category><![CDATA[cara perhitungan pph 21]]></category>
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					<description><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/rumus-pph-21-penghasilan-karyawan/">Rumus Menghitung Pajak PPH 21 : Pajaknesia.id #1</a></p>
<p>rumus pph 21 RUMUS MENGHITUNG PPH 21 Download Aplikasi izinesia untuk memudahkan rumus menghitung PPH 21 Cara Hitung PPh 21 (Pajaknesia.id) Pajak Penghasilan Pasal 21 (PPh 21) merupakan jenis pajak yang dikenakan terhadap penghasilan berupa gaji, upah, honorarium, tunjangan dan pembayaran lain yang diterima oleh pegawai, bukan pegawai, mantan pegawai, penerima pesangon dan lain sebagainya. [&#8230;]</p>
<p>Artikel <a href="https://pajaknesia.id/rumus-pph-21-penghasilan-karyawan/">Rumus Menghitung Pajak PPH 21 : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/rumus-pph-21-penghasilan-karyawan/">Rumus Menghitung Pajak PPH 21 : Pajaknesia.id #1</a></p>
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					<h1 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/rumus-pph-21-penghasilan-karyawan/">rumus pph 21</a></h1>				</div>
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					<p class="elementor-heading-title elementor-size-default">RUMUS MENGHITUNG PPH 21</p>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">Download Aplikasi izinesia untuk memudahkan <a href="https://pajaknesia.id/rumus-pph-21-penghasilan-karyawan/">rumus menghitung PPH 21</a></h2>				</div>
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									<p>Cara<strong> Hitung PPh 21 (</strong><strong>Pajaknesia.id)</strong></p>
<p><strong>Pajak Penghasilan Pasal 21 (PPh 21</strong>) merupakan jenis pajak yang dikenakan terhadap penghasilan berupa gaji, upah, honorarium, tunjangan dan pembayaran lain yang diterima oleh pegawai, bukan pegawai, mantan pegawai, penerima pesangon dan lain sebagainya.</p>
<p><strong>Metode Perhitungan Gaji Karyawan</strong></p>
<p>Walaupun perhitungan PPh 21 telah diatur oleh DJP, namun pada praktiknya, setiap perusahaan memiliki metode perhitungan PPh 21 sendiri yang disesuaikan dengan tunjangan pajak atau gaji bersih yang diterima karyawannya.</p>
<p><b>Ada 3 metode perhitungan PPh 21 yang paling umum, yaitu:</b></p>
<ol>
<li>Metode Gross (Gaji Kotor Tanpa Tunjangan Pajak)</li>
</ol>
<p>Metode gross diterapkan bagi pegawai atau penerima penghasilan yang menanggung PPh 21 terutangnya sendiri. Ini berarti gaji pegawai tersebut belum dipotong PPh 21.</p>
<ol start="2">
<li>Metode Gross-Up (Gaji Bersih dengan Tunjangan Pajak)</li>
</ol>
<p>Metode gross-up diterapkan bagi karyawan atau penerima penghasilan yang diberikan tunjangan pajak (gajinya dinaikkan terlebih dahulu) sebesar pajak yang dipotong.</p>
<ol start="3">
<li>Metode Net (Gaji Bersih dengan Pajak Ditanggung Perusahaan)</li>
</ol>
<p>Metode net diterapkan bagi karyawan atau penerima penghasilan yang mendapatkan gaji bersih dengan pajak yang ditanggung perusahaan.</p>								</div>
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									<p><b style="font-style: inherit;">&gt;</b><b style="font-style: inherit;"> CARA MENGHITUNG PPH 21 TERBARU</b></p><p>Pada tahun 2024, terdapat beberapa perubahan penting dalam peraturan Pajak Penghasilan Pasal 21 (PPh 21) di Indonesia, yang ditetapkan melalui PMK 168/2023 dan PP 58/2023. Berikut adalah rangkuman utama dari peraturan terbaru ini:</p><p>1<b>. Tarif Progresif PPh 21</b><br />PPh 21 dikenakan secara progresif dengan tarif yang berbeda berdasarkan tingkat penghasilan bruto tahunan. Berikut adalah rincian tarifnya:</p><p>Penghasilan sampai dengan Rp 50 juta: 5%<br />Rp 50 juta &#8211; Rp 250 juta: 15%<br />Rp 250 juta &#8211; Rp 500 juta: 25%<br />Rp 500 juta &#8211; Rp 1 miliar: 30%<br />Di atas Rp 1 miliar: 35%</p><p>2<b>. Tarif Efektif Bulanan</b><br />Untuk menghitung pajak secara bulanan, berikut adalah tarif yang berlaku:<br />Sampai dengan Rp 6,2 juta: 0%<br />Rp 6,2 juta &#8211; Rp 6,5 juta: 0,25%<br />Rp 6,5 juta &#8211; Rp 6,85 juta: 0,5%<br />Rp 6,85 juta &#8211; Rp 7,3 juta: 0,75%<br />Rp 7,3 juta &#8211; Rp 9,2 juta: 1%<br />Di atas Rp 9,2 juta: Tarif meningkat secara bertahap hingga 34%</p><p><b>Kategori A</b><br />Sampai dengan Rp 6,2 juta: 0%<br />Rp 6,2 juta &#8211; Rp 6,5 juta: 0,25%<br />Rp 6,5 juta &#8211; Rp 6,85 juta: 0,5%<br />Rp 6,85 juta &#8211; Rp 7,3 juta: 0,75%<br />Rp 7,3 juta &#8211; Rp 9,2 juta: 1%<br />Di atas Rp 9,2 juta: tarif meningkat bertahap hingga 34%.</p><p><b>Kategori B</b><br />Sampai dengan Rp 6,2 juta: 0%<br />Rp 6,2 juta &#8211; Rp 6,5 juta: 0,25%<br />Rp 6,5 juta &#8211; Rp 6,85 juta: 0,5%<br />Rp 6,85 juta &#8211; Rp 7,3 juta: 0,75%<br />Rp 7,3 juta &#8211; Rp 9,2 juta: 1%<br />Di atas Rp 9,2 juta: tarif meningkat bertahap hingga 34%.</p><p><b>Tarif untuk Pegawai Tidak Tetap dan Bukan Karyawan</b><br />3. Pegawai Tidak Tetap<br />Penghasilan rata-rata harian sampai dengan Rp 2,5 juta dikenakan tarif efektif harian.<br />Penghasilan di atas Rp 2,5 juta dikenakan tarif sesuai Pasal 17 UU PPh dengan dasar pengenaan 50% dari penghasilan bruto sehari atau rata-rata penghasilan bruto sehari.</p><p>4. Bukan Karyawan<br />Tarif progresif sesuai Pasal 17 UU PPh, dengan dasar pengenaan 50% dari penghasilan bruto untuk tenaga ahli atau jasa tertentu.<br />Penerapan Zakat sebagai Pengurang<br />Dalam peraturan terbaru, zakat yang dibayarkan oleh pegawai dapat menjadi pengurang dalam penghitungan PPh 21, selama zakat tersebut dibayarkan kepada badan atau lembaga amil zakat yang resmi.</p><p>5. Penghitungan PPh 21 untuk Pegawai Tidak Tetap<br />Untuk pegawai tidak tetap, PPh 21 dihitung berdasarkan penghasilan bruto harian atau bulanan dengan tarif efektif yang relevan. Jika penghasilan harian rata-rata lebih dari Rp 2,5 juta, tarif progresif Pasal 17 digunakan dengan dasar pengenaan 50% dari penghasilan bruto sehari.</p><p>6. Penggunaan Zakat sebagai Pengurang<br />Zakat yang dibayarkan oleh pegawai dapat dijadikan pengurang dalam penghitungan PPh 21, asalkan dibayarkan kepada badan atau lembaga amil zakat yang resmi diakui di Indonesia.</p><p>Kesimpulan<br />Perubahan dalam peraturan PPh 21 tahun 2024 bertujuan untuk menyederhanakan proses penghitungan pajak dan memastikan bahwa tarif pajak lebih sesuai dengan tingkat penghasilan wajib pajak. Tarif progresif yang lebih tinggi untuk penghasilan yang lebih tinggi mencerminkan prinsip keadilan dalam sistem perpajakan.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default">Download Aplikasi izinesia untuk memudahkan <a href="https://pajaknesia.id/rumus-pph-21-penghasilan-karyawan/">rumus menghitung PPH 21 update</a></h3>				</div>
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					<p class="elementor-heading-title elementor-size-default">Download Aplikasi izinesia untuk memudahkan <a href="https://pajaknesia.id/rumus-pph-21-penghasilan-karyawan/">rumus menghitung PPH 21 update terkini</a>, <a href="https://pajaknesia.id/cara-lapor-spt-badan/">CARA LAPOR SPT BADAN HUKUM Perusahaan CV PT</a>, <a href="https://eduthama.com/bimbel-cpns-jakarta-bogor-depok-tangerang-bekasi-bandung-murah-terbaik/">BIMBEL CPNS</a>,<a href="https://eduthama.com/bimbel-cpns-jakarta-bogor-depok-tangerang-bekasi-bandung-murah-terbaik/">Bimbel CPNS di Jakarta Bogor Depok Tangerang Selatan Bekasi BSD Bintaro Bandung murah terbaik</a>, <a href="https://eduthama.com">bimbel masuk ptn</a>, <a href="https://eduthama.com">bimbel masuk ui</a>, <a href="https://eduthama.com/bimbel-les-privat-masuk-ptn-murah-terbaik/">BIMBEL LES PRIVAT PERSIAPAN MASUK PTN TERBAIK</a>, <a href="https://eduthama.com">bimbel masuk ptn</a>, <a href="https://eduthama.com">bimbel masuk ui</a>, <a href="https://eduthama.com/bimbel-les-privat-masuk-ui-murah-terbaik/">bimbel masuk ui</a>, <a href="https://pajaknesia.id/cara-pelaporan-spt-tahunan-orang-pribadi-beserta-contoh-penjelasan/">CARA LAPOR SPT TAHUNAN ORANG PRIBADI</a></p>				</div>
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		<p>Artikel <a href="https://pajaknesia.id/rumus-pph-21-penghasilan-karyawan/">Rumus Menghitung Pajak PPH 21 : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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		<title>Contoh Perhitungan Pajak PPH 21 : Pajaknesia.id #1</title>
		<link>https://pajaknesia.id/contoh-perhitungan-pph-21-pasal-pajak/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 29 May 2024 12:57:34 +0000</pubDate>
				<category><![CDATA[Artikel]]></category>
		<category><![CDATA[cara hitung pph 21]]></category>
		<category><![CDATA[cara menghitung pph 21]]></category>
		<category><![CDATA[cara menghitung tarif pph 21]]></category>
		<category><![CDATA[cara perhitungan pph 21]]></category>
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					<description><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/contoh-perhitungan-pph-21-pasal-pajak/">Contoh Perhitungan Pajak PPH 21 : Pajaknesia.id #1</a></p>
<p>cara menghitung perhitungan pasal tarif pajak pph 21 CONTOH PERHITUNGAN PPH 21 Download Aplikasi izinesia untuk memudahkan cara menghitung tarif pajak PPH 21 Cara Hitung PPh 21 (Pajaknesia.id) Pajak Penghasilan Pasal 21 (PPh 21) merupakan jenis pajak yang dikenakan terhadap penghasilan berupa gaji, upah, honorarium, tunjangan dan pembayaran lain yang diterima oleh pegawai, bukan pegawai, [&#8230;]</p>
<p>Artikel <a href="https://pajaknesia.id/contoh-perhitungan-pph-21-pasal-pajak/">Contoh Perhitungan Pajak PPH 21 : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://pajaknesia.id">Pajaknesia ID</a><br />
<a href="https://pajaknesia.id/contoh-perhitungan-pph-21-pasal-pajak/">Contoh Perhitungan Pajak PPH 21 : Pajaknesia.id #1</a></p>
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					<h1 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/contoh-perhitungan-pph-21-pasal-pajak/">cara menghitung perhitungan pasal tarif pajak pph 21</a></h1>				</div>
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					<p class="elementor-heading-title elementor-size-default">CONTOH PERHITUNGAN PPH 21</p>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">Download Aplikasi izinesia untuk memudahkan <a href="https://pajaknesia.id/cara-menghitung-pph-pasal-21-perhitungan-tarif-pajak/">cara menghitung tarif pajak PPH 21</a></h2>				</div>
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									<p>Cara<strong> Hitung PPh 21 (</strong><strong>Pajaknesia.id)</strong></p>
<p><strong>Pajak Penghasilan Pasal 21 (PPh 21</strong>) merupakan jenis pajak yang dikenakan terhadap penghasilan berupa gaji, upah, honorarium, tunjangan dan pembayaran lain yang diterima oleh pegawai, bukan pegawai, mantan pegawai, penerima pesangon dan lain sebagainya.</p>
<p><strong>Metode Perhitungan Gaji Karyawan</strong></p>
<p>Walaupun perhitungan PPh 21 telah diatur oleh DJP, namun pada praktiknya, setiap perusahaan memiliki metode perhitungan PPh 21 sendiri yang disesuaikan dengan tunjangan pajak atau gaji bersih yang diterima karyawannya.</p>
<p><b>Ada 3 metode perhitungan PPh 21 yang paling umum, yaitu:</b></p>
<ol>
<li>Metode Gross (Gaji Kotor Tanpa Tunjangan Pajak)</li>
</ol>
<p>Metode gross diterapkan bagi pegawai atau penerima penghasilan yang menanggung PPh 21 terutangnya sendiri. Ini berarti gaji pegawai tersebut belum dipotong PPh 21.</p>
<ol start="2">
<li>Metode Gross-Up (Gaji Bersih dengan Tunjangan Pajak)</li>
</ol>
<p>Metode gross-up diterapkan bagi karyawan atau penerima penghasilan yang diberikan tunjangan pajak (gajinya dinaikkan terlebih dahulu) sebesar pajak yang dipotong.</p>
<ol start="3">
<li>Metode Net (Gaji Bersih dengan Pajak Ditanggung Perusahaan)</li>
</ol>
<p>Metode net diterapkan bagi karyawan atau penerima penghasilan yang mendapatkan gaji bersih dengan pajak yang ditanggung perusahaan.</p>								</div>
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															<img decoding="async" width="916" height="400" src="https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia.jpg" class="attachment-large size-large wp-image-12407" alt="jasa konsultan pengurusan pajak pribadi umkm badan hukum pembuatan pendirian pt cv yayasan koperasi pendaftaran merek izinesia pajaknesia aplikasi pembukuan keuangan" srcset="https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia.jpg 916w, https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia-300x131.jpg 300w, https://pajaknesia.id/wp-content/uploads/2024/05/jasa-konsultan-pengurusan-pajak-pribadi-umkm-badan-hukum-pembuatan-pendirian-pt-cv-yayasan-koperasi-pendaftaran-merek-izinesia-pajaknesia-768x335.jpg 768w" sizes="(max-width: 916px) 100vw, 916px" />															</div>
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									<p><b style="font-style: inherit;">&gt;</b><b style="font-style: inherit;"> CARA MENGHITUNG PPH 21 TERBARU</b></p><p>Pada tahun 2024, terdapat beberapa perubahan penting dalam peraturan Pajak Penghasilan Pasal 21 (PPh 21) di Indonesia, yang ditetapkan melalui PMK 168/2023 dan PP 58/2023. Berikut adalah rangkuman utama dari peraturan terbaru ini:</p><p>1<b>. Tarif Progresif PPh 21</b><br />PPh 21 dikenakan secara progresif dengan tarif yang berbeda berdasarkan tingkat penghasilan bruto tahunan. Berikut adalah rincian tarifnya:</p><p>Penghasilan sampai dengan Rp 50 juta: 5%<br />Rp 50 juta &#8211; Rp 250 juta: 15%<br />Rp 250 juta &#8211; Rp 500 juta: 25%<br />Rp 500 juta &#8211; Rp 1 miliar: 30%<br />Di atas Rp 1 miliar: 35%</p><p>2<b>. Tarif Efektif Bulanan</b><br />Untuk menghitung pajak secara bulanan, berikut adalah tarif yang berlaku:<br />Sampai dengan Rp 6,2 juta: 0%<br />Rp 6,2 juta &#8211; Rp 6,5 juta: 0,25%<br />Rp 6,5 juta &#8211; Rp 6,85 juta: 0,5%<br />Rp 6,85 juta &#8211; Rp 7,3 juta: 0,75%<br />Rp 7,3 juta &#8211; Rp 9,2 juta: 1%<br />Di atas Rp 9,2 juta: Tarif meningkat secara bertahap hingga 34%</p><p><b>Kategori A</b><br />Sampai dengan Rp 6,2 juta: 0%<br />Rp 6,2 juta &#8211; Rp 6,5 juta: 0,25%<br />Rp 6,5 juta &#8211; Rp 6,85 juta: 0,5%<br />Rp 6,85 juta &#8211; Rp 7,3 juta: 0,75%<br />Rp 7,3 juta &#8211; Rp 9,2 juta: 1%<br />Di atas Rp 9,2 juta: tarif meningkat bertahap hingga 34%.</p><p><b>Kategori B</b><br />Sampai dengan Rp 6,2 juta: 0%<br />Rp 6,2 juta &#8211; Rp 6,5 juta: 0,25%<br />Rp 6,5 juta &#8211; Rp 6,85 juta: 0,5%<br />Rp 6,85 juta &#8211; Rp 7,3 juta: 0,75%<br />Rp 7,3 juta &#8211; Rp 9,2 juta: 1%<br />Di atas Rp 9,2 juta: tarif meningkat bertahap hingga 34%.</p><p><b>Tarif untuk Pegawai Tidak Tetap dan Bukan Karyawan</b><br />3. Pegawai Tidak Tetap<br />Penghasilan rata-rata harian sampai dengan Rp 2,5 juta dikenakan tarif efektif harian.<br />Penghasilan di atas Rp 2,5 juta dikenakan tarif sesuai Pasal 17 UU PPh dengan dasar pengenaan 50% dari penghasilan bruto sehari atau rata-rata penghasilan bruto sehari.</p><p>4. Bukan Karyawan<br />Tarif progresif sesuai Pasal 17 UU PPh, dengan dasar pengenaan 50% dari penghasilan bruto untuk tenaga ahli atau jasa tertentu.<br />Penerapan Zakat sebagai Pengurang<br />Dalam peraturan terbaru, zakat yang dibayarkan oleh pegawai dapat menjadi pengurang dalam penghitungan PPh 21, selama zakat tersebut dibayarkan kepada badan atau lembaga amil zakat yang resmi.</p><p>5. Penghitungan PPh 21 untuk Pegawai Tidak Tetap<br />Untuk pegawai tidak tetap, PPh 21 dihitung berdasarkan penghasilan bruto harian atau bulanan dengan tarif efektif yang relevan. Jika penghasilan harian rata-rata lebih dari Rp 2,5 juta, tarif progresif Pasal 17 digunakan dengan dasar pengenaan 50% dari penghasilan bruto sehari.</p><p>6. Penggunaan Zakat sebagai Pengurang<br />Zakat yang dibayarkan oleh pegawai dapat dijadikan pengurang dalam penghitungan PPh 21, asalkan dibayarkan kepada badan atau lembaga amil zakat yang resmi diakui di Indonesia.</p><p>Kesimpulan<br />Perubahan dalam peraturan PPh 21 tahun 2024 bertujuan untuk menyederhanakan proses penghitungan pajak dan memastikan bahwa tarif pajak lebih sesuai dengan tingkat penghasilan wajib pajak. Tarif progresif yang lebih tinggi untuk penghasilan yang lebih tinggi mencerminkan prinsip keadilan dalam sistem perpajakan.</p>								</div>
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					<h3 class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/contoh-perhitungan-pph-21-pasal-pajak/">cara menghitung perhitungan pasal tarif pajak pph 21 terbaru</a></h3>				</div>
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					<p class="elementor-heading-title elementor-size-default"><a href="https://pajaknesia.id/contoh-perhitungan-pph-21-pasal-pajak/">cara menghitung perhitungan pasal tarif pajak pph 21uodate terbaru</a>, <a href="https://pajaknesia.id/cara-lapor-spt-badan/">CARA LAPOR SPT BADAN HUKUM Perusahaan CV PT</a>, <a href="https://eduthama.com/bimbel-cpns-jakarta-bogor-depok-tangerang-bekasi-bandung-murah-terbaik/">BIMBEL CPNS</a>,<a href="https://eduthama.com/bimbel-cpns-jakarta-bogor-depok-tangerang-bekasi-bandung-murah-terbaik/">Bimbel CPNS di Jakarta Bogor Depok Tangerang Selatan Bekasi BSD Bintaro Bandung murah terbaik</a>, <a href="https://eduthama.com">bimbel masuk ptn</a>, <a href="https://eduthama.com">bimbel masuk ui</a>, <a href="https://eduthama.com/bimbel-les-privat-masuk-ptn-murah-terbaik/">BIMBEL LES PRIVAT PERSIAPAN MASUK PTN TERBAIK</a>, <a href="https://eduthama.com">bimbel masuk ptn</a>, <a href="https://eduthama.com">bimbel masuk ui</a>, <a href="https://eduthama.com/bimbel-les-privat-masuk-ui-murah-terbaik/">bimbel masuk ui</a>, <a href="https://pajaknesia.id/cara-pelaporan-spt-tahunan-orang-pribadi-beserta-contoh-penjelasan/">CARA LAPOR SPT TAHUNAN ORANG PRIBADI</a></p>				</div>
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		<p>Artikel <a href="https://pajaknesia.id/contoh-perhitungan-pph-21-pasal-pajak/">Contoh Perhitungan Pajak PPH 21 : Pajaknesia.id #1</a> pertama kali tampil pada <a href="https://pajaknesia.id">Pajaknesia ID</a>.</p>
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