Example 1
A and B are partners without any partnership deed. A contributed Rs. 5,00,000 as capital and B contributed Rs. 1,00,000. Additionally, A advanced an unsecured loan of Rs. 2,00,000 to the firm on 1st October, 2024. A demands interest on capital @ 10% p.a., interest on loan @ 12% p.a., and 75% of profits due to larger capital. Evaluate A's claims under the Indian Partnership Act, 1932.
Step-by-Step Solution:
Evaluation under Section 13 of the Indian Partnership Act, 1932:
- Claim for Interest on Capital @ 10% p.a.: Rejected. Under Sec 13(c), in the absence of a deed, no interest on capital is allowed to any partner irrespective of capital contribution.
- Claim for 75% Profit Share: Rejected. Under Sec 13(b), profits and losses must be shared equally (1:1) between A and B regardless of capital invested.
- Claim for Interest on Loan @ 12% p.a.: Partially Accepted. Under Sec 13(d), a partner is entitled to interest on loan @ 6% p.a. only. For 6 months (1st Oct 2024 to 31st Mar 2025):
Interest = Rs. 2,00,000 * 6% * (6 / 12) = Rs. 6,000.
Example 2
Calculate interest on drawings of Partner Debasis @ 12% p.a. for the year ended 31st March, 2025 in the following cases:
(i) He withdrew Rs. 5,000 at the beginning of each month.
(ii) He withdrew Rs. 15,000 at the end of each quarter.
(iii) He withdrew Rs. 60,000 during the year (dates not specified).
Step-by-Step Solution:
Case (i): Monthly drawings at beginning of each month:
Total Drawings = Rs. 5,000 * 12 = Rs. 60,000.
Average Period = (12 + 1) / 2 = 6.5 months.
Interest = Rs. 60,000 * (12 / 100) * (6.5 / 12) = Rs. 3,900.
Case (ii): Quarterly drawings at end of each quarter:
Total Drawings = Rs. 15,000 * 4 = Rs. 60,000.
Average Period = (9 + 0) / 2 = 4.5 months.
Interest = Rs. 60,000 * (12 / 100) * (4.5 / 12) = Rs. 2,700.
Case (iii): Total drawings given without dates:
When dates are unspecified, interest is calculated for an average period of 6 months.
Interest = Rs. 60,000 * (12 / 100) * (6 / 12) = Rs. 3,600.
Example 3
Aniket and Bipul are partners sharing profits in the ratio of 2:1 with capitals of Rs. 4,00,000 and Rs. 2,00,000 respectively. The partnership deed provides interest on capital @ 6% p.a. During the year ended 31st March, 2025, the firm earned a net profit of only Rs. 27,000 before interest. Show the distribution of profit.
Step-by-Step Solution:
Working Notes:
- Interest on Capital payable:
Aniket: Rs. 4,00,000 * 6% = Rs. 24,000
Bipul: Rs. 2,00,000 * 6% = Rs. 12,000
Total Interest required = Rs. 36,000.
- Net profit available is only Rs. 27,000, which is insufficient to pay full interest of Rs. 36,000.
- Interest on capital is an appropriation, not a charge. Hence, available profit of Rs. 27,000 must be distributed in the ratio of their claims (interest ratio):
Ratio of claims = 24,000 : 12,000 = 2 : 1.
- Aniket's share of interest = Rs. 27,000 * (2 / 3) = Rs. 18,000.
Bipul's share of interest = Rs. 27,000 * (1 / 3) = Rs. 9,000.
Result: Aniket receives Rs. 18,000 and Bipul receives Rs. 9,000 as interest on capital. No divisible residual profit or loss remains.
Example 4
X and Y entered into partnership on 1st April, 2024 with capitals of Rs. 3,00,000 and Rs. 2,00,000 respectively. The partnership deed provided that:
(a) Interest on Capital @ 8% p.a.
(b) Interest on Drawings @ 10% p.a. (Drawings: X Rs. 30,000, Y Rs. 20,000; dates unspecified).
(c) X is entitled to a salary of Rs. 3,000 per month.
(d) 10% of divisible profit is to be transferred to General Reserve.
The net profit of the firm before any adjustments for the year ended 31st March, 2025 was Rs. 1,82,500. Prepare the Profit and Loss Appropriation Account (Profit sharing ratio 3:2).
Step-by-Step Solution:
Working Notes:
- Interest on Capital: X = 3,00,000 * 8% = Rs. 24,000; Y = 2,00,000 * 8% = Rs. 16,000. Total = Rs. 40,000.
- Salary to X = Rs. 3,000 * 12 = Rs. 36,000.
- Interest on Drawings (6 months average period):
X = 30,000 * 10% * (6/12) = Rs. 1,500; Y = 20,000 * 10% * (6/12) = Rs. 1,000. Total = Rs. 2,500.
- Divisible balance before Reserve = (1,82,500 + 2,500) - (40,000 + 36,000) = Rs. 1,85,000 - 76,000 = Rs. 1,09,000.
- Transfer to General Reserve = 10% of 1,09,000 = Rs. 10,900.
- Net Divisible Profit = Rs. 1,09,000 - 10,900 = Rs. 98,100.
X's share (3/5) = Rs. 58,860; Y's share (2/5) = Rs. 39,240.
| Dr. Particulars |
Amount (Rs.) |
Cr. Particulars |
Amount (Rs.) |
To Interest on Capital: X's Capital A/c: 24,000 Y's Capital A/c: 16,000 |
40,000 |
By Profit & Loss A/c (Net Profit) |
1,82,500 |
| To X's Salary A/c |
36,000 |
By Interest on Drawings: X's Capital A/c: 1,500 Y's Capital A/c: 1,000 |
2,500 |
| To General Reserve A/c |
10,900 |
|
|
To Divisible Profit transferred: X's Capital A/c: 58,860 Y's Capital A/c: 39,240 |
98,100 |
|
|
| Total |
1,85,000 |
Total |
1,85,000 |
Example 5
P, Q, and R were partners sharing profits in the ratio 3:2:1. Their fixed capitals on 1st April, 2024 were Rs. 2,00,000, Rs. 1,50,000, and Rs. 1,00,000 respectively. After closing final accounts for the year ended 31st March, 2025, it was discovered that:
(i) Interest on Capital @ 10% p.a. was omitted.
(ii) Interest on Drawings (P Rs. 3,000, Q Rs. 2,000, R Rs. 1,000) was also omitted.
Pass a single rectifying journal entry at the beginning of the next accounting year.
Step-by-Step Solution:
Statement Showing Net Adjustments:
| Particulars |
P (Rs.) |
Q (Rs.) |
R (Rs.) |
Total Firm |
| Interest on Capital @ 10% (Cr.) |
+ 20,000 |
+ 15,000 |
+ 10,000 |
+ 45,000 (Expense) |
| Less: Interest on Drawings (Dr.) |
- 3,000 |
- 2,000 |
- 1,000 |
- 6,000 (Income) |
| Net Amount to be Credited (A) |
+ 17,000 (Cr.) |
+ 13,000 (Cr.) |
+ 9,000 (Cr.) |
39,000 (Net Cost) |
| Recovery in profit ratio 3:2:1 (Dr.) (B) |
- 19,500 (Dr.) |
- 13,000 (Dr.) |
- 6,500 (Dr.) |
- 39,000 |
| Net Effect (A - B) |
Rs. 2,500 (Dr.) |
NIL |
Rs. 2,500 (Cr.) |
NIL |
Note: Since capitals are Fixed, adjustment is made through Current Accounts.
Single Rectifying Journal Entry (1st April, 2025):
P's Current A/c Dr. Rs. 2,500
To R's Current A/c Rs. 2,500
(Being omission of interest on capital and drawings rectified via adjustment entry)
Example 6
Subhas, Bimal, and Tarun entered into partnership on 1st April, 2024 sharing profits in the ratio 3:2:1. Tarun is guaranteed that his share of profit will not be less than Rs. 35,000 in any year. Any deficiency arising on that account shall be borne by Subhas and Bimal in the ratio of 3:1. The net profit of the firm for the year ended 31st March, 2025 was Rs. 1,50,000 before appropriations.
Prepare the Profit and Loss Appropriation Account for the year ended 31st March, 2025.
Step-by-Step Solution:
Working Notes:
- Distribution of Net Profit of Rs. 1,50,000 in regular ratio 3:2:1 (Total parts = 6):
Subhas = Rs. 1,50,000 * (3 / 6) = Rs. 75,000
Bimal = Rs. 1,50,000 * (2 / 6) = Rs. 50,000
Tarun = Rs. 1,50,000 * (1 / 6) = Rs. 25,000
- Guaranteed Profit to Tarun = Rs. 35,000.
Deficiency = Guaranteed Profit - Actual Share = Rs. 35,000 - Rs. 25,000 = Rs. 10,000.
- Deficiency borne by Subhas and Bimal in the ratio 3:1 (Total parts = 4):
Subhas's contribution = Rs. 10,000 * (3 / 4) = Rs. 7,500
Bimal's contribution = Rs. 10,000 * (1 / 4) = Rs. 2,500
- Final Profit Shares:
Subhas = Rs. 75,000 - Rs. 7,500 = Rs. 67,500
Bimal = Rs. 50,000 - Rs. 2,500 = Rs. 47,500
Tarun = Rs. 25,000 + Rs. 10,000 = Rs. 35,000
| Dr. Particulars |
Amount (Rs.) |
Cr. Particulars |
Amount (Rs.) |
To Profit transferred to Partners' Capital A/cs:
Subhas: 75,000 - 7,500 = 67,500
Bimal: 50,000 - 2,500 = 47,500
Tarun: 25,000 + 10,000 = 35,000
|
1,50,000 |
By Profit & Loss A/c (Net Profit) |
1,50,000 |
| Total |
1,50,000 |
Total |
1,50,000 |