Adjustments

Net profit equals remaining profit plus appropriations before distribution. In exams identify residual profit and appropriations separately.

When profit is insufficient interest is reduced in capital ratio. Do not allow the full calculated amount in such cases.

For monthly drawings at the beginning average period is 6.5 months. Multiply total drawings by rate and time.

The direct answer is A, ₹1980. Since ₹3000 is withdrawn at the end of each month, the withdrawals are made after 1, 2, ..., 12 months have elapsed from the relevant yearly starting point. The average period is
(1+2+\cdots+12)/12=78/12=6.5
months if counting from the beginning of the year, but in the standard partnership-accounting convention for end-of-month drawings the average period is 5.5 months, because the first drawing remains invested for 11 months and the last for 0 months. Total drawings are
12\times3000=₹36000
. Interest is
₹36000\times12\%\times\frac{5.5}{12}=₹1980
. Hence A is correct. Option B, ₹2160, would use 6 months as the average period. Option C, ₹2340, uses a still longer period and overstates interest. Option D, ₹1800, uses 5 months and understates interest. The key is to use the average period, not twelve months for the entire amount. Memory cue: end-of-month monthly drawings generally use 5.5 months; beginning-of-month drawings use 6.5 months.

The direct answer is A, ₹1200. Four quarterly withdrawals of ₹6000 are made at the beginning of the quarters, so total drawings are
4\times6000=₹24000
. For beginning-of-quarter drawings, the four amounts remain outstanding for 12, 9, 6 and 3 months respectively. Their average period is
(12+9+6+3)/4=30/4=7.5
months. Therefore interest is
₹24000\times8\%\times\frac{7.5}{12}=₹1200
. Option A is correct. Option B, ₹960, effectively uses 6 months and ignores that the drawings are made at the beginning of quarters. Option C, ₹1080, uses 6.75 months and is not the correct average. Option D, ₹840, uses only 5.25 months and understates the time. The phrase beginning of each quarter is essential: beginning drawings earn interest for longer than end-of-quarter drawings. A useful exam cue is that equal quarterly drawings at the beginning normally use an average period of 7.5 months.

Total salary is ₹48000 and A already received half through profit sharing. So only B's excess share ₹24000 is debited.

Interest due is A ₹9000 and B ₹5400. After charging it in profit ratio the net correction is ₹600 in favour of A.

Interest on partner's loan is payable at 6% per annum under law. Keep it separate from interest on capital.

When the deed is silent interest on capital is not allowed. Do not confuse it with interest on loan.

B's normal share is ₹36000 so A bears the deficiency of ₹4000. The guaranteeing partner's share is reduced.

This account shows salary interest and profit distribution after net profit. Treat it separately from the Profit and Loss Account.

Under fixed capital method routine adjustments go to the current account. The capital account usually remains fixed.

When the partnership deed is silent, a partner’s loan to the firm carries interest at 6% per annum under the Indian Partnership Act. The period from 1 October to 31 March is six months, so interest = ₹1,20,000 × 6/100 × 6/12 = ₹3,600. ₹7,200 represents interest for a full year and is therefore incorrect. Exam tip: distinguish a partner’s loan from capital; a partner’s loan earns 6% interest when the deed is silent.

B should receive more interest while the charge falls equally. Net adjustment is ₹2000 in favour of B.

Interest on drawings is income for the firm so it appears on the credit side. It is debited to the partner's account.

When commission is on net profit apply 5% directly. Do not use the inverse formula unless it is on profit after commission.

Commission (=110000 \times \frac{10}{110}). Use this formula when commission is on profit after commission.

The key principle is that a correction after closing the accounts should restore the correct relative credit of the partners without reopening the books. B’s salary of ₹30,000 was credited twice, so the second credit created an excess allocation of ₹30,000 to B. Since A and B are equal partners, this excess would otherwise reduce A’s share by one-half, or ₹15,000, while increasing B’s effective share by the same amount. The correcting entry is therefore to debit B’s capital or current account by ₹15,000 and credit A’s account by ₹15,000. Debiting B by the full ₹30,000 and crediting A by ₹30,000 would overcorrect the equal-sharing effect. Debiting A would move the adjustment in the wrong direction, so A is correct.

When no priority is given claims are reduced proportionately if profit is insufficient. Total appropriation cannot exceed profit.

First deduct B's commission of ₹20000 and distribute the balance ₹80000. A gets three fourth of the balance.

Interest due is ₹10000 and ₹15000 so the ratio is 2:3. Available profit ₹20000 is divided in that ratio.

Excess debit side creates an appropriation loss. Debit it to capital or current accounts in loss sharing ratio.

Original capital earns interest for full year and additional capital for six months. Calculate time periods separately.

The withdrawal affects the last three months. Reduction is (40000 \times 10% \times \frac{3}{12}).

Total omitted appropriation is ₹30000 and its burden is in profit ratio. Net effect of salary and commission gives ₹8000 in favour of A.