Apakah itu GST
GST = CUKAI BARANG DAN PERKHIDMATAN (good and service tax)
Masakini kita byr 2 cukai atas setiap barangan / perkhidmatan yg kita beli / guna iaitu :
cukai jualan. (5% dan 105) dan cukai perkhidmatan ( 6%);
ini akan dimansuhkan dn digantikan dengan GST.
Mengapa kerajaan melaksanakan GST?
Untuk memperbaiki sistem cukai sedia ada.
Ini adalah kerana cukai jualan dan cukai perkhidmatan sedia ada
mempunyai kelemahan, seperti cukai dua kali ganda ke atas pengguna dan
ketiadaan pelepasan cukai sepenuhnya ke atas barangan yang dieksport dan
isu-isu harga pindahan.
Kelemahan-kelemahan ini menyebabkan kerugian kepada kedua-dua pihak pengguna dan kerajaan.
Perlaksanaan GST merupakn salah satu langkah yang diambil kerajaan bg mnyusun
semula sistem percukaian negara supaya ia lebih brkesan, saksama,
efisien dn telus serta dpt mengelakkn berlakunya:
1) cukai terselindung
Kesan: cukai jualan yg dibyr di prngkt
pengilngn telah mnjd kos kpd pmborong dn peruncit, mk ianya tlh
diambilkira di dlm pengiraan margin keuntungan
2) cukai bertindih - berlaku dlm 2 keadaan
a) cukai bertindih di bwh sistem yg sama, iaitu smada cukai jualan atau cukai prrkhdmtn
Kesan: pggn trpksa membayar harga lebih mahal krn cukai perkhidmtn yg d kenakn mrupakn sbhgn kos menyediakn perkhidmtn kpd pggn,
b) cukai bertindih di bwh sistem cukai yg berlainan iaitu brngn berkenaan dikenakn cukai brgn serta perkhidmatan
Kesan:
pengguna terpksa mmbyr hrga lebih mhl krn cukai jualn merupakn sbhgn
drp kos yg akn dimasukkn ke dlm hrga jualan dn dikenakn cukai perkhidmtn
apabila menyediakn prkhidmtn kpd pggn.
Pndgn mrk yg skrg x byr cukai penggunaan trutama golongn miskin trpksa
byr cukai penggunaan bila GST dilaksanakn (tuduhan pembangkang)
- Sbnrnya rakyat tnpa mngira kelas pendptn sebenarnya tlh mmbyr cukai jualan dn perkhidmtn ke ats perbelnjaan harian mrk.
- Namun cukai yg dibyr ini trutamanya cukai jualan tidak kelihatan di
dlm inbois atau resit krn ia terselindung di dlm harga brngn.
- Selain itu juga faktor lain ialah faktor keseimbangan kutipan antara cukai langsung dan cukai tidak langsung. Sekarang Cukai langsung khasnya cukai pendapatan merangkumi 56% dan Cukai Petroleum ialah 32.6%. manaka Cukai tidak langsung hanya merangkumi 15% sahaja dan ini tidak baik kepada ekonomi negara.
- Kebergantungan kepada cukai Petroleum untuk jangka panjang akan menyebabkan ekonomi negara semakin mengecil kerana Petroleum suatu hari akan berkurangan atau habis, maka secara tidak langsung juga cukai ini akan semakin lama semakin mengecil. Ianya tidak baik untuk ekonomi negara
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)
GST JUGA DIKENALI SBG VALUE ADDED TAX ( VAT) ATAU CUKAI NILAI TAMBAH.
GST (VAT)
Cukai penggunaan yg dikenakn ke ats aktviti nilai tmbh pd
setiap prngkat rangkaian pengedaran semua brg dn perkhidmtn melainkn yg
dikecualikn oleh krajaan.
Apakah kadar GST?
Kadar GST dicadangkan ditetapkan pada 6%. Kadar ini adalah yang paling
rendah di kalangan negara-negara ASEAN : 10% di Indonesia , Vietnam,
Kemboja, Filipina , Laos dan 7% di Singapura dan Thailand.
Bilakah GST akan berkuatkuasa?
Mulai 1 April 2015.
Sebagai cukai pengguna, GST akan dikenakan ke atas semua barangan dan
perkhidmatan. Adakah ini bermakna bahawa segala-galanya akan menjadi
lebih mahal?
Tidak semestinya, harga brg akn mnjadi lebih murah kerana kadar cukai GST hanya 6% berbanding cukai sblm ini 16%.
Sesetengah barangan dan perkhidmatan dikecualikan cukai.
Barangan makanan asas tidak dikenakan GST (beras, gula, garam, tepung,
minyak masak, kacang dhal, rempas ratus, ikan masin, cencalok, budu,
belacan)
Bekalan air paip dan 200 unit pertama elektrik sebulan bagi pengguna.
Perkhidmatan yang disediakan oleh kerajaan: kesihatan, perkhidmatan Pengeluaran passport, pembelajaran di sekolah.
Perkhidmatan pengangkutan: bas, keretapi, LRT, teksi, feri, bot, tol lebuh raya.
Jual beli dan sewa rumah kediaman
Perkhidmatan kewangan terpilih
Adakah kerajaan membantu rakyat menghadapi GST?
pelbagai bantuan dan sokongan dalam tempoh peralihan ini disediakn kerajaan.
Pertama, Kerajaan akan memberi bantuan tunai sekali RM300 kepada penerima BR1M.
Adakah kita masih perlu membayar cukai pendapatan kadar yang sama?
Kadar cukai pendapatan individu akan dikurangkan sebanyak 1-3 % untuk semua pembayar cukai.
Pembayar cukai yang lain akan menikmati penjimatan cukai dan struktur cukai pendapatan individu akan dikaji.
Pendapatan bercukai dinaikkan kepada:
melebihi RM400,000 dan kadar cukai maksimum 26% dikurangkan kepada 24%, 24.5% dan 25%
Bagaimana pula dengan perniagaan?
Kerajaan akan mengurangkan cukai pendapatan syarikat daripada 25% kepada 24% mulai tahun taksiran 2016
Cukai pendapatan syarikat kecil/sederhana turun daripada 20% kepada 19% mulai tahun taksiran 2016
Cukai pendapatan koperasi dikurangkan 1-2 mata peratus mulai tahun taksiran 2015 dan potongan cukai bg yuran kesetiausahaan
Pemfailan cukai mulai tahun taksiran 2015
Potongan cukai tambahan untuk kos beli peralatan dan perisian ICT bagi tahun taksiran 2014 dan 2015
Geran latihan GST RM100 juta Bantuan RM150 juta untuk beli perisian perakaunan
Mengapa GST ini dilaksanakan sekarang dan bukan kemudian?
Kerajaan berpendapat bahawa kerana kadar inflasi 2% adalah rendah dan ia sememangnya masa terbaik untuk melaksanakan GST.
Berapa banyak negara lain yang telah melaksanakan GST?
Lebih daripada 160 buah negara sudah melaksanakan GST. Kerajaan
berpendapat ini menunjukkan bahawa GST terbukti ialah" telus, berkesan
dan sistem cukai yang adil"
Adakah harga barangan naik?
Pengguna hanya perlu membayar satu kali cukai sahaja berbanding SST yang kadang-kadang pengguna perlu bayar cukai berganda.
Perubahan harga barang atau Perkhidmatan amat minimum apabila GST dilaksanakan
Malahan, ada harga barangan yang akan menjadi lebih murah bergantung samada ianya adalah barangan asas atau tidak.
Apa yg penting:
GST bukan cukai baru, tetapi menggantikan cukai jualan & perkhidmatan. Masakini rakyat dah byr 2 cukai tu.
GST mngmbilkira pola prbelnjaan mngikut kategori pendapatan. Makanan & keperluan asas tidak dikenakan cukai.
GST bukan kos kpd perniagaan
IHP=INDEKS HARGA PENGGUNA akn turun bg sesetgh brngan/ perkhidmatan spt:
- Pakaian, kasut
- Hiasan, perkakas rumah, penyelenggaraan, dll
- Komunikasi
IHP MENINGKAT
- Minuman beralkohol & tembakau
- Pendidikn swasta
- Restoran dn hotel
GST bg mnggntikn kelemahan dlm kutipan cukai selama ini:
Spt cukai bertindih, ketirisan,dll.
GST tdk meningkatkn kos perniagaan krn ia adalh cukai kepenggunaan. Cuma
akibat penambhbaikn sistem cukai ini peniaga mngkin x trlepas dn
trpaksa byr - itu yg dikatakn meningkt agaknya
GST DIKENAKN ATAS:
- Setiap prngkt pengedaran
- atas nilai tambah
- Atas brgn dn perkhidmtan yg diimport
- Atas jualan brg dan perkhidmatn di Malaysia
Adakh GST akn mnybbkn hrga brgn dn perkhidmtn naik?
IHP akn mnurunkn mngalami penurunan sbnyk 0.10% . Hrga bg 8 komponen turun:
- Pelbgai brngn dn prkhidmtn
- Restoran dn hotel
- Komunikasi
- Pengangkutan
- Hiasan, perkakasan & penyelenggaraan
- Perumhan, air, elektrik, gas, & bhn api
- Pakaian dn kasut
- Minuman alkohol dn tembakau
Apa pranan pngguna:
- Mmbuat perbndingn hrga sblm brbelnja
- Sentiasa merujuk kpd panduan harga pgguna
- Melaporkn apa2 kenaikn hrga yg tdk munasabah kpd pihak yg berwajib atau persatuan pengguna
- Berbelnja sec berhemah