KEMENTERIAN KEUANGAN REPUBLIK INDONESIA
DIREKTORAT JENDERAL PAJAK
PERATURAN DIREKTUR JENDERAL PAJAK
NOMOR PER-60/PJ/2010
TENTANG
TATA CARA PENETAPAN NILAI JUAL OBJEK PAJAK
SEBAGAI DASAR PENGENAAN PAJAK BUMI DAN BANGUNAN
DIREKTUR JENDERAL PAJAK,
Menimbang
:
bahwa untuk melaksanakan ketentuan Pasal 4 Peraturan Menteri Keuangan Nomor **150/PMK.03/2010** tentang Klasifikasi dan Penetapan Nilai Jual Objek Pajak sebagai Dasar Pengenaan Pajak Bumi dan Bangunan, perlu menetapkan Peraturan Direktur Jenderal Pajak tentang Tata Cara Penetapan Nilai Jual Objek Pajak sebagai Dasar Pengenaan Pajak Bumi dan Bangunan;
Mengingat
:
1.
Undang-Undang Nomor **12 TAHUN 1985** tentang Pajak Bumi dan Bangunan (Lembaran Negara Republik Indonesia Tahun 1985 Nomor 68, Tambahan Lembaran Negara Republik Indonesia Nomor 3312) sebagaimana telah diubah dengan Undang-Undang Nomor 12 Tahun 1994 (Lembaran Negara Republik Indonesia Tahun 1994 Nomor 62, Tambahan Lembaran Negara Republik Indonesia Nomor 3569);
2.
Peraturan Menteri Keuangan Nomor **150/PMK.03/2010** tentang Klasifikasi dan Penetapan Nilai Jual Objek Pajak Sebagai Dasar Pengenaan Pajak Bumi dan Bangunan;
MEMUTUSKAN:
Menetapkan
:
PERATURAN DIREKTUR JENDERAL PAJAK TENTANG TATA CARA PENETAPAN NILAI JUAL OBJEK PAJAK SEBAGAI DASAR PENGENAAN PAJAK BUMI DAN BANGUNAN.
Pasal 1
Dalam Peraturan Direktur Jenderal Pajak ini, yang dimaksud dengan:
1.
Nilai Jual Objek Pajak yang selanjutnya disingkat dengan NJOP adalah harga rata-rata yang diperoleh dari transaksi jual beli yang terjadi secara wajar, dan bilamana tidak terdapat transaksi jual beli, NJOP ditentukan melalui perbandingan harga dengan objek lain yang sejenis, atau nilai perolehan baru, atau NJOP pengganti.
2.
Bumi adalah permukaan bumi dan tubuh bumi yang ada di bawahnya.
3.
Bangunan adalah konstruksi teknik yang ditanam atau dilekatkan secara tetap pada tanah dan/atau perairan.
4.
Objek Pajak Sektor Perkebunan adalah objek pajak Pajak Bumi dan Bangunan yang dimiliki, dikuasai, dan/atau dimanfaatkan oleh orang pribadi atau Badan, yang digunakan untuk kegiatan usaha perkebunan yang diberikan hak guna usaha perkebunan.
5.
Objek Pajak Sektor Perhutanan adalah objek pajak Pajak Bumi dan Bangunan yang dimiliki, dikuasai, dan/atau dimanfaatkan oleh orang pribadi atau Badan, yang digunakan untuk kegiatan usaha perhutanan yang diberikan hak pengusahaan hutan.
6.
Objek Pajak Sektor Pertambangan adalah objek pajak Pajak Bumi dan Bangunan yang dimiliki, dikuasai, dan/atau dimanfaatkan oleh orang pribadi atau Badan, yang digunakan untuk kegiatan usaha pertambangan yang menjadi wilayah kerja atau wilayah kuasa penambangan.
7.
Objek Pajak Sektor Perdesaan dan Sektor Perkotaan adalah objek pajak Pajak Bumi dan Bangunan yang dimiliki, dikuasai, dan/atau dimanfaatkan oleh orang pribadi atau Badan, kecuali Objek Pajak Sektor Perkebunan, Objek Pajak Sektor Perhutanan, dan Objek Pajak Sektor Pertambangan.
8.
Klasifikasi adalah pengelompokan nilai jual Bumi atau nilai jual Bangunan yang digunakan sebagai pedoman penetapan NJOP Bumi atau NJOP Bangunan.
9.
Daftar Biaya Komponen Bangunan yang selanjutnya disingkat dengan DBKB adalah daftar yang dibuat untuk memudahkan perhitungan nilai bangunan berdasarkan pendekatan biaya yang terdiri dari biaya komponen utama dan/atau biaya komponen material bangunan dan/atau biaya komponen fasilitas bangunan.
10.
Nilai Indikasi Rata-Rata adalah Nilai Pasar rata-rata yang dapat mewakili nilai tanah dalam suatu zona nilai tanah.
11.
Zona Nilai Tanah adalah zona geografis yang terdiri atas sekelompok objek pajak yang mempunyai suatu Nilai Indikasi Rata-Rata yang dibatasi oleh batas penguasaan/pemilikan objek pajak dalam satu wilayah administrasi desa/kelurahan. Penentuan batas Zona Nilai Tanah tidak terikat kepada batas blok.
Pasal 2
Kepala Kantor Wilayah Direktorat Jenderal Pajak setempat atas nama Menteri Keuangan menetapkan NJOP sebagai Dasar Pengenaan Pajak Bumi dan Bangunan setiap tahun dalam bentuk Keputusan Menteri Keuangan untuk masing-masing:
a.
kabupaten/kota; atau
b.
wilayah kerja KPP Pratama dalam hal terdapat lebih dari satu KPP Pratama dalam satu kabupaten/kota.
Pasal 3
(1)
Keputusan Menteri Keuangan sebagaimana dimaksud dalam Pasal 2 memuat NJOP Bumi dan DBKB.
(2)
NJOP Bumi sebagaimana dimaksud pada ayat (1) ditetapkan berdasarkan Nilai Indikasi Rata-Rata dalam suatu Zona Nilai Tanah.
(3)
DBKB sebagaimana dimaksud pada ayat (1) digunakan sebagai dasar perhitungan nilai bangunan.
(4)
Nilai bangunan sebagaimana dimaksud pada ayat (3) digunakan sebagai dasar penetapan NJOP Bangunan.
Pasal 4
Bentuk format Keputusan Menteri Keuangan sebagaimana dimaksud dalam Pasal 2 untuk:
1.
KPP Pratama yang memiliki wilayah kerja meliputi 1 (satu) atau lebih kabupaten/kota menggunakan format sebagaimana ditetapkan pada Lampiran I Peraturan Direktur Jenderal Pajak ini;
2.
KPP Pratama yang memiliki wilayah kerja yang merupakan bagian dari 1 (satu) kabupaten/kota menggunakan format sebagaimana ditetapkan pada Lampiran II Peraturan Direktur Jenderal Pajak ini,
yang merupakan bagian yang tidak terpisahkan dari Peraturan Direktur Jenderal Pajak ini.
Pasal 5
Peraturan Direktur Jenderal Pajak ini mulai berlaku pada tanggal 1 Januari 2011.
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}}