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Pemrosesan
penggajian adalah fungsi bisnis penting yang melibatkan sampai pada 'gaji
bersih' karyawan setelah penyesuaian pajak dan pengurangan yang diperlukan.
Untuk proses manajemen penggajian yang efisien, administrator penggajian perlu
merencanakan proses penggajian langkah demi langkah.
Apa
itu Pemrosesan Penggajian?
Pemrosesan penggajian dalam SDM adalah
proses rumit yang melibatkan lebih dari sekadar perhitungan gaji. Prosesnya
bisa menakutkan jika Anda tidak tahu bagaimana melakukannya, itulah sebabnya
panduan praktis ini akan mengarahkan Anda melalui seluk-beluk pemrosesan
penggajian.
Apa
yang dimaksud dengan Pemrosesan Penggajian?
Pemrosesan penggajian adalah fungsi
bisnis penting yang melibatkan sampai pada 'gaji bersih' karyawan setelah
penyesuaian pajak dan pengurangan yang diperlukan. Untuk proses manajemen
penggajian yang efisien, administrator penggajian perlu merencanakan proses
penggajian langkah demi langkah.
Tantangan
dalam sistem Penggajian dan Solusi Satu Langkahnya:
Apa sebenarnya kendala manajemen
penggajian? Di bagian ini, kita akan melihat masalah yang menimpa sistem
manajemen penggajian:
- Ada beberapa
aturan dan prosedur yang harus diikuti, seperti undang-undang perburuhan,
aturan federal, dan kepatuhan hukum. Menerapkan pedoman ini bukanlah
opsional; itu diperlukan. Namun, ketidakpatuhan saja seringkali tidak
menjadi keputusan; banyak individu tidak memahami aturan yang rumit.
Akibatnya, ada kekhawatiran dengan kepatuhan dan denda besar.
- Jika kita hanya
menganalisis contoh kesesuaian, kita dapat melihat bahwa kesalahan mungkin
terjadi karena faktor manusia. Kesalahan sering terjadi ketika
satu-satunya orang yang bertanggung jawab atas pembayaran 30 orang. Ini
adalah kesalahan umum yang terjadi selama perhitungan tangan. Tuntutan dan
denda kadang-kadang dikenakan sebagai akibat dari kesalahan ini.
- Karena akuntansi biaya sangat rumit,
biasanya Hrm menunda kompensasi. Waktu diperlukan untuk metode manual,
regulasi, perpajakan, dan lainnya. Menentukan gaji setiap karyawan secara
manual bisa melelahkan, mengakibatkan penundaan. Kapan pun penundaan ini
terjadi, karyawan menjadi kesal, dan tingkat gesekan Anda meningkat.
Akuntansi
biaya untuk UKM Anda bukanlah kegiatan sederhana yang dapat dilakukan secara
internal oleh satu orang. Pemrosesan penggajian menghadirkan sejumlah masalah
yang memiliki pengaruh pada kerangka efisiensi dan kepatuhan Anda. Akibatnya,
sanksi ketidakpatuhan telah tumbuh biasa. Dalam posting sebelumnya, kami
melihat solusi untuk masalah pemrosesan penggajian. Kesulitan-kesulitan ini
hanya diatasi dengan menggunakan satu penyedia pemrosesan penggajian.
Apa
yang dicakup oleh Pemrosesan Penggajian?
Berikut adalah daftar
tugas yang harus diselesaikan oleh administrator penggajian selama pemrosesan
penggajian.
- Kembangkan kebijakan gaji organisasi yang mencakup
tunjangan fleksibel, kebijakan pencairan cuti, dan banyak lagi
- Tentukan komponen slip gaji – gaji dasar dan variabel,
HRA, LTA, dll.
- Kumpulkan input penggajian lainnya dari penyedia
layanan transportasi atau penjual makanan/kantin.
- Sampailah pada gaji bersih dengan menghitung gaji
kotor dan dikurangi jumlah-jumlah menurut undang-undang dan
non-undang-undang.
- Terakhir, lepaskan gaji karyawan.
- Ajukan pengembalian dan setoran iuran
seperti TDS, PF, dan lainnya, dengan otoritas masing-masing.
Nah, barusan adalah penjelasan tentang pemrosesan penggajian (Payroll) yang
sering di gunakan oleh para pelaku bisnis, kami juga mempunyai software untuk membantu
pengganjian pada perusahaan anda yaitu People Shape HRIS yang bisa disesuaikan
dengan jenis perusahaan kalian. Selain payroll, People Shape HRIS mempunyai
modul-modul diantaranya seperti Employee Attendance, HRIS Database, Employee Medical, Paperless
& Recruitment.
Jika Anda ingin
berkonsultasi lebih lanjut dengan konsultan kami Anda bisa hubungi kami (Click Here).
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Tags : SAP Business One Jakarta, SAP Business One Bandung, SAP Business One Semarang, SAP Business One Surabaya, SAP Business One Bali