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)
=> http://khongphaixoan.blogspot.com
_BÀI TẬP ĐỊNH KHOẢN KẾ TOÁN NGÂN HÀNG_
Bài 1: Ngày 17/7/2007, khách hàng N đến gửi tiết kiệm định kỳ 3 tháng, với số tiền 150
triệu đồng, trả lãi đầu kỳ. Lãi suất 0.68% trên 1 tháng. Xử lý kế toán trong những trường
hợp sau:
a) Ngày 17/10/2007, khách hàng mang sổ tiết kiệm đến để tất toán.
b) Ngày 20/9/2007, khách hàng đến rút trước hạn, ngân hàng chỉ trả lãi với lãi suất là
0.2%/tháng.
Giải
- Số tiền khách hàng thực tế gửi vào ngân hàng là:
150 / (1+ 3 * 0.68%) = 147.001176 triệu đồng
- Như vậy, số tiền lãi mà khách hàng đã được nhận trước là:
150 - 147.0012 = 2.9988 triệu đồng
Nợ 1011 : 147.001176 triệu đồng
Nợ 388 : 2.9988 triệu đồng
Có 4232.3 tháng.N :150 triệu đồng
- Hàng tháng, phân bổ lãi vào chi phí:
Nợ 801 : 0.9996 triệu đồng
Có 388 : 0.9996 triệu đồng
a) Trường hợp khách hàng đến rút tiền đúng kỳ hạn:
Nợ 4232.3 tháng.N :150 triệu đồng
Có 1011 :150 triệu đồng
b) Trường hợp khách hàng rút trước hạn:
Khi đó ngân hàng sẽ tính lãi không kỳ hạn trên số tiền thực tế gửi vào. (từ 17/7/2007 đến
20/9/2007: 65 ngày)
- Số tiền lãi là:
147.0012 * 0.2% * 65 / 30 = 0.637 triệu đồng
- Số tiền khách hàng nhận được vào ngày 20/9/2007 là:
150 + 0.637 - 2.9988 = 147.6382 triệu đồng
Ở đây, ta thấy xảy ra hai trường hợp: