Seperti dalam pembahasan sebelumnya mengenai cara membuat rekonsiliasi bank, bahwa kas merupakan elemen penting dalam suatu perusahaan, karena sangat berperan penting dalam menunjang keberlangsungan perusahaan. Sehingga dibutuhkan pencatatan yang baik dalam mencatat kas agar diperoleh laporan kas yang menunjukkan saldo kas yang sesungguhnya. Perusahaan akan menyimpan sebagian kas perusahaan di bank dan diperlukan rekonsiliasi pencatatan saldo kas antara pihak bank dan perusahaan.
Penyusunan laporan rekonsiliasi bank bertujuan untuk mengetahui jumlah selisih saldo kas dari laporan bank yang saldo kasnya berbeda pada pembukuan perusahaan. Untuk mengetahui sebab-sebab apa saja sehingga dapat terjadinya selisih saldo kas pada catatan bank dan perusahaan dan cara agar kita dapat mengetahui saldo kas yang sama dalam hal ini saldo kas yang benar akibat dari perbedaan saldo kas yang terjadi karena perbedaan catatan antara catatan bank dan perusahaan.
Dalam tulisan sebelumnya kita sudah membahas tentang cara membuat rekonsiliasi bank, pada tulisan berikut ini kita akan membahas contoh soal rekonsiliasi bank untuk menambah pemahaman anda mengenai rekonsiliasi bank.
Berikut contoh soal rekonsiliasi berdasarkan contoh transaksi-transaksi:
Penyusunan laporan rekonsiliasi bank bertujuan untuk mengetahui jumlah selisih saldo kas dari laporan bank yang saldo kasnya berbeda pada pembukuan perusahaan. Untuk mengetahui sebab-sebab apa saja sehingga dapat terjadinya selisih saldo kas pada catatan bank dan perusahaan dan cara agar kita dapat mengetahui saldo kas yang sama dalam hal ini saldo kas yang benar akibat dari perbedaan saldo kas yang terjadi karena perbedaan catatan antara catatan bank dan perusahaan.
Dalam tulisan sebelumnya kita sudah membahas tentang cara membuat rekonsiliasi bank, pada tulisan berikut ini kita akan membahas contoh soal rekonsiliasi bank untuk menambah pemahaman anda mengenai rekonsiliasi bank.
Berikut contoh soal rekonsiliasi berdasarkan contoh transaksi-transaksi:
PT Surla Profit menyimpan dananya di bank AA. Pada awal bulan Februari 2017, saat menerima rekening koran dari bank AA, akuntan PT Surla Profit melihat perbedaan antara saldo kas di bank menurut catatannya dengan saldo kas menurut rekening koran. Menurut catatannya, saldo kas pada akhir Januari 2017 adalah sebesar Rp 45.500.00, sedangkan menurut rekening koran bank AA adalah sebesar Rp 54.400.000.
Setelah di periksa kembali, akuntan perusahaan tersebut menemukan beberapa informasi tambahan yang terkait dengan perbedaan saldo tersebut, yaitu:
- Setoran kas ke bank tanggal 31 Januari 2017 sebesar Rp 15.200.000 belum dicatat oleh bank.
- Tagihan PT Surla Profit kepada PT BB sebesar Rp 9.600.000 yang dilakukan bank AA telah berhasil dan PT Surla Profit belum mengetahui.
- Pendapatan bunga bank sebesar Rp 1.200.000 belum dicatat PT Surla Profit
- Beban administrasi bank sebesar Rp 300.000 belum dicatat PT Surla Profit
- Cek yang diterima PT Surla Profit pada tanggal 25 Januari yang lalu dari PT Maju sebesar Rp 4.000.000 ternyata tidak ada dananya.
- Cek yang telah dikeluarkan PT Surla Profit pada akhir bulan Januari yang lalu sebesar Rp 13.600.000 ternyata oleh pemegangnya belum dicairkan.
- Cek sebesar Rp 7.500.000 yang diterima PT Surla Profit dari PT Mundur sebagai pembayaran piutang pada bulan Januari yang lalu, dicatat oleh akuntan PT Surla Profit sebesar Rp 2.500.000.
- Cek sebesar Rp 3.500.000 yang dikeluarkan oleh PT Surla Profit pada pertengahan bulan Januari yang lalu untuk membayar beban perbaikan kendaraan, oleh akuntan perusahaan dicatat sebesar Rp 2.500.000.
Diminta: buatlah rekonsiliasi bank PT Surla Profit!
Jawab:
Berdasarkan data diatas, jika dibuat rekonsiliasi bank menghasilkan perhitungan seperti berikut ini:
![Contoh Soal Rekonsiliasi Bank Contoh Soal Rekonsiliasi Bank](data:image/png;base64,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)
Saldo yang benar baik menurut perusahaan maupun menurut bank adalah sebesar Rp 56.000.000 dan setelah diketahui saldo yang benar, maka harus dibuat jurnal penyesuaian berdasarkan perhitungan di atas. Untuk membuat jurnal penyesuaian, cukup diperhatikan sisi perusahaan saja.
Saldo yang benar baik menurut perusahaan maupun menurut bank adalah sebesar Rp 56.000.000 dan setelah diketahui saldo yang benar, maka harus dibuat jurnal penyesuaian berdasarkan perhitungan di atas. Untuk membuat jurnal penyesuaian, cukup diperhatikan sisi perusahaan saja.
Demikianlah uraian mengenai contoh rekonsiliasi bank, semoga tulisan ini bermanfaat dan menambah pemahaman anda tentang rekonsiliasi bank. Baca tulisan yang lain juga untuk menambah pemahaman anda tentang materi akuntansi. Tidak lupa saya mengucapkan terimakasih karena sudah membaca tulisan ini.
2 comments
Penfapatan bunga 5jt dri mana bro? Kok tiba² bisa ada 5 jt?
ReplyScreenshot ama soal ngawur bro
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