13. Sukesh and Vanita were partners in a firm. Their partnership agreement provides that:
(i) Profits would be shared by Sukesh and Vanita in the ratio of 3 : 2;
(ii) 5% interest is to be allowed on capital;
(iii) Vanita should be paid a monthly salary of Rs 600.
The following balances are extracted from the books of the firm, on March 31, 2017.
|
Sukesh (Rs) |
Vanita (Rs) |
Capital Accounts |
40,000 |
40,000 |
Current Accounts |
(Cr.) 7,200 |
(Cr.) 2,800 |
Drawings |
10,850 |
8,150 |
Net profit for the year, before charging interest on capital and after charging partner’s salary was Rs 9,500. Prepare the Profit and Loss Appropriation Account and the Partner’s Current Accounts.
Solution:


14. Rahul, Rohit and Karan started partnership business on April 1, 2019 with capitals of Rs 20,00,000, Rs 18,00,000 and Rs 16,00,000, respectively. The profit for the year ended March 2020 amounted to Rs 1,35,000 and the partner’s drawings had been Rahul Rs 50,000, Rohit Rs 50,000 and Karan Rs 40,000. The profits are distributed among partner’s in the ratio of 3:2:1. Calculate the interest on capital @ 5% p.a.
Solution:
Interest on Capital
Rahul = 20,00,000 × \(\frac 5{100}\) = Rs 100000
Rohit = 18,00,000 × \(\frac 5{100}\) = Rs 90000
Karan = 16,00,000 × \(\frac 5{100}\) = Rs 80000
15. Sunflower and Pink Rose started partnership business on April 01, 2016 with capitals of Rs 2,50,000 and Rs 1,50,000, respectively. On October 01, 2016, they decided that their capitals should be Rs 2,00,000 each. The necessary adjustments in the capitals are made by introducing or withdrawing cash. Interest on capital is to be allowed @ 10% p.a. Calculate interest on capital as on March 31, 2017.
Solution:
Product Method

Interest on Capital = Sum of Product × \(\frac {\text{Rate}}{100} \times \frac 1{12}\)
Interest on Sunflower's Capital = \(2700000 \times \frac {10}{100} \times \frac 1 {12}\) = Rs 17500
Alternative Method:
Simple Interest Method

16. On March 31, 2017 after the close of accounts, the capitals of Mountain, Hill and Rock stood in the books of the firm at Rs 4,00,000, Rs 3,00,000 and Rs 2,00,000, respectively. Subsequently, it was discovered that the interest on capital @ 10% p.a. had been omitted. The profit for the year amounted to Rs 1,50,000 and the partner’s drawings had been Mountain: Rs 20,000, Hill Rs 15,000 and Rock Rs 10,000. Calculate interest on capital.
Solution:
Generally interest on Capital is calculated on opening balance of capital. If additional capital is not given.

Interest on Capital
Mountain \(370000\times \frac {10}{100} = Rs\ 37000\)
Hill \(265000 \times \frac {10}{100} = Rs \ 26500\)
Rock \(160000 \times \frac{10}{100} = Rs\ 16000\)
17. Following is the extract of the Balance Sheet of, Neelkant and Mahdev as on March 31, 2020:
Balance Sheet as at March 31, 2017
Liabilities |
Amount (Rs) |
Assets |
Amount (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 |
During the year Mahadev’s drawings were Rs 30,000. Profits during 2016-17 is Rs 10,00,000. Calculate interest on capital @ 5% p.a for the year ending March 31, 2020.
Solution:
Interest on Capital
Neelkant's \(1000000 \times \frac 5{100} = Rs\ 50000\)
Neelkant's \(1000000 \times \frac 5{100} = Rs\ 50000\)
Note: In this question, as the balances of both Partner's Capital Account and of Partner's Current Account are mentioned, so it has been assumed that the capital of the partners is fixed.
As we know, when the capital of the partners is fixed, drawings and interest on capital does not affect the capital balances of the partners. Rather, it would affect their current account balances. Therefore, in this case, capital at the beginning (i.e. opening capital) and capital at the end (i.e. closing capital) of the year would remain same. Thus, the interest on capital is calculated on fixed capital balances (given in the Balance Sheet of the question).
18. Rishi is a partner in a firm. He withdrew the following amounts during the year ended March 31, 2020.
May 01, 2019 |
Rs 12000 |
July 31, 2019 |
Rs 6000 |
September 30, 2019 |
Rs 9000 |
November 30, 2019 |
Rs 12000 |
January 01, 2020 |
Rs 8000 |
March 31, 2020 |
Rs 7000 |
Interest on drawings is charged @ 9% p.a. Calculate interest on drawings.
Solution:
Product Method

Here the formula will be
Interest on Drawings = Product × \(\frac{\text{Rate}}{100} \times \frac 1 {12}\)
\(= 306000\times \frac 9{100} \times \frac 1{12}\)
= Rs 2295