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प्रश्न
Menon and Thomas are partners in a firm. They share profits equally. Their monthly drawings are Rs 2,000 each. Interest on drawings is to be charged @ 10% p.a. Calculate interest on Menon’s drawings for the year 2006, assuming that money is withdrawn: (i) in the beginning of every month, (ii) in the middle of every month, and (iii) at the end of every month.
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उत्तर
Case (i)
If they withdraw money in the beginning of each month
Interest of drawings = Total drawings × Rate × `13/[2 xx 12]`
Menon’s = 24,000 × `10/100 xx 13/[2 xx 12]` = Rs 1,300
Thomas’s = 24,000 × `10/100 xx 13/[2 xx 12]` = Rs 1,300
Case (ii)
If they withdraw in the middle of every month
Interest on Drawings = Total drawings × `10/100 xx 6/12`
Menon’s = 24,000 × `10/100 xx 6/12` = Rs 1,200
Thomas’s = 24,000 × `10/100 xx 6/12` = Rs 1,200
Case (iii)
If they withdraw at the end of every month.
Interest on drawings = Total drawings × `"Rate"/100` x `11/[2 xx 12]`
Menon’s = 24,000 × `10/100` x `11/[2 xx 12]` = Rs 1,100
Thomas’s = 24,000 × `10/100` x `11/[2 xx 12]` = Rs 1,100
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|
Balance Sheet as at March 31, 2017 |
|||
|
|
Amount |
|
Amount |
|
Liabilities |
Rs |
Assets |
Rs |
|
Neelkant’s Capital |
10,00,000 |
Sundry Assets |
30,00,000 |
|
Mahadev’s Capital |
10,00,000 |
|
|
|
Neelkant’s Current Account |
1,00,000 |
|
|
|
Mahadev’s Current Account |
1,00,000 |
|
|
|
Profit and Loss Apprpriation |
|
|
|
|
(March 2017) |
8,00,000 |
|
|
|
|
30,00,000 |
|
30,00,000 |
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Rakesh |
Month |
Rs |
|
|
May 31, 2016 |
600 |
|
|
June 30, 2016 |
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|
|
August 31, 2016 |
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|
|
November 1, 2016 |
400 |
|
|
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|
|
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|
|
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|
Rohan |
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|
|
Rs |
|
February 01 |
4,000 |
|
May 01 |
10,000 |
|
June 30 |
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|
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12,000 |
|
December 31 |
4,000 |
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|
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| Particulars | (₹) | Particulars | (₹) |
| To Interest on Capital | By Profit & loss account (After manager’s commission) | ___(2)___ | |
| Richa | ______ | ||
| Anmol | ______ | ||
| To Anmol’s Salary a/c | 12,500 | ||
| To Profit transferred to: | |||
| Richa’s Capital A/C (1) | ___(1)___ | ||
| Anmol’s Capital A/c | ______ | ||
| ______ | ______ |
The amount to be reflected in blank (1) will be:
