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Question
Calculate the interest on drawings of Sh. Ganesh @ 9% p.a. for the year ended 31st March, 2024, in each of the following alternative cases:
Case:
- If he withdrew ₹ 4,000 p.m. in the beginning of every month;
- If he withdrew ₹ 5,000 p.m. at the end of every month;
- If he withdrew ₹ 6,000 p.m;
- If he withdrew ₹ 72,000 during the year;
- If he withdrew as follows:
₹ 30th April, 2023 10,000 1st July, 2023 15,000 1st Oct., 2023 18,000 30th Nov., 2023 12,000 31st March, 2024 20,000 - If he withdrew ₹ 12,000 in the beginning of each quarter;
- If he withdrew ₹ 18,000 at the end of each quarter;
- If he withdrew ₹ 18,000 during the middle of each quarter.
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Solution
i. ₹ 4,000 p.m. in the beginning of every month:
Total drawings = 4,000 × 12
= ₹ 48,000
Period = 12 months + 1 month
= 13 months
Average period = `13/2`
= 6.5 months
Interest on drawings = `48,000 xx 9/100 xx 6.5/12`
= ₹ 2,340
ii. ₹ 5,000 p.m. at the end of every month:
Total drawings = 5,000 × 12
= ₹ 60,000
Period = 11 months
Average period = `11/2`
= 5.5 months
Interest on drawings = `60,000 xx 9/100 xx 5.5/12`
= ₹ 2,475
iii. ₹ 6,000 p.m. (assumed middle of every month):
Total drawings = 6,000 × 12
= ₹ 72,000
Average period = 6 months
Interest on drawings = `72,000 xx 9/100 xx 6/12`
= ₹ 3,240
iv. ₹ 72,000 withdrawn during the year (evenly):
Total drawings = ₹ 72,000
Average period = 6 months
Interest on drawings = `72,000 xx 9/100 xx 6/12`
= ₹ 3,240
v. Unequal Withdrawals:
| Date | Amount | Months | Products |
| 30 April 2023 | 10,000 | 11 | 1,10,000 |
| 1 July 2023 | 15,000 | 9 | 1,35,000 |
| 1 October, 2023 | 18,000 | 6 | 1,08,000 |
| 30 November 2023 | 12,000 | 4 | 48,000 |
| 31 March 2024 | 20,000 | 0 | − |
| 4,01,000 |
Interest on drawings = `4,01,000 xx 9/100 xx 1/12`
= ₹ 3,008
vi. ₹ 12,000 in the beginning of each quarter:
Total drawings = 12,000 × 4
= ₹ 48,000
Period = 12 + 3
= 15 months
Average Period = `15/2`
= 7.5 months
Interest on drawings = `48,000 xx 9/100 xx 7.5/12`
₹ 2,700
vii. ₹ 18,000 at the end of each quarter:
Total drawings = 18,000 × 4
= ₹ 72,000
Period = 9 months
Average Period = `9/2`
= 4.5 months
Interest on drawings = `72,000 xx 9/100 xx 4.5/12`
= ₹ 2,430
viii. ₹ 18,000 during the middle of each quarter:
Total drawings = 18,000 × 4
= ₹ 72,000
Average Period = 6 months
Interest on drawings = `72,000 xx 9/100 xx 6/12`
= ₹ 3,240
