Accountancy Mathematics: Cash Discount (Part 2 of 3)
This is the second part of a series of 3 articles on Cash Discount which dealt with
- the use of borrowings to pay to take advantage of Cash discount
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BORROWING TO TAKE ADVANTAGE OF CASH DISCOUNT. |
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ILLUSTRATION 1
Mr A bought some goods valued at $100,000 with a cash discount terms of 5/10, n/60. What is the annualized cost of the credit if the cash discount is not taken?
Solution:
Cash discount not taken=5% x $100,000 =$5,000
Credit period =60-10 days =50 days
Annualized cost = Discount Percent x 360 (100-Discount %) (Credit period)
=5%/95% x360/50
= 37.9%
ILLUSTRATION 2
On 20th January 2006, Mr A bought some goods at $100,000 with cash discount term 3/10,n/30. To pay the invoice on 30 th January, she borrowed the money for 20 days at 10% per annum simple interest.
How much did she save by borrowing to take advantage of the discount?
Solution:
Cash discount = 3% x $100,000 =$3,000
Principal borrowed =$100,000 -$3,000 =$97,000
Credit period = 30 days – 10 days =20 days
Simple interest calculation: Principal x interest x time (Prt) =$100,000 x 10% x 20/360 = $555.56
Net amount saved = Cash Discount – Interest = $3,000 -$555.56 = $2,444.44
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- Accountancy Mathematics: Cash Discount (Part 3 of 3)...
- Accountancy Mathematics: Cash Discount (Part 1 of 3)...
- Accountancy Mathematics- Trade Discount...
- Cash Discount And Its Notation...
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Related Posts
- Accountancy Mathematics: Cash Discount (Part 3 of 3)...
- Accountancy Mathematics: Cash Discount (Part 1 of 3)...
- Accountancy Mathematics- Trade Discount...
- Cash Discount And Its Notation...
- Difference/Distinction Between Cash Discount And Trade Discount...
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