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Q.X, Y and Z were partners in a firm. On 1.1.2012 their capital stood at Rs. 25,000, Rs. 12,500 and Rs. 12,500 respectively. As per the provision of the partnership deed:

(i) Z was entitled for a salary of Rs. 750 per month.
(ii) Partners were entitled to interest on Capital at 5 % per annum.
(iii) Profits were to be shared in the ratio of capital.
The net profit for the year 2012 of Rs. 22,500 was divided equally without providing for the above terms.
Pass an adjusting entry to rectify the above error and show your workings.
Mizoram MbseMBSE Mizoram HSSLC Board Exam (Commerce) 2025Subjective· 4mImportance★★★★★est
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Compare what each partner SHOULD have received (per the deed) against what they ACTUALLY received (equal shares), and pass one adjusting entry for the difference.

Capitals (1.1.2012): X = Rs. 25,000, Y = Rs. 12,500, Z = Rs. 12,500 (ratio 2:1:1).

Deed terms (not applied originally): (i) Z's salary Rs. 750/month = Rs. 9,000/year; (ii) interest on capital @5% p.a.; (iii) profits shared in the ratio of capital (2:1:1).

Net profit for 2012 = Rs. 22,500, actually divided EQUALLY (Rs. 7,500 each) — ignoring the deed.

Step 1 — Compute what SHOULD have been credited, per the deed:

Interest on capital: X = 25,000×5% = Rs. 1,250; Y = 12,500×5% = Rs. 625; Z = 12,500×5% = Rs. 625. Total = Rs. 2,500.

Z's salary = Rs. 9,000.

Total appropriations before profit-sharing = 2,500 + 9,000 = Rs. 11,500.

Remaining profit for ratio-sharing = 22,500 − 11,500 = Rs. 11,000, split 2:1:1:

X = 11,000 × 2/4 = Rs. 5,500; Y = 11,000 × 1/4 = Rs. 2,750; Z = 11,000 × 1/4 = Rs. 2,750.

Total that SHOULD be credited to each:

X = 1,250 (interest) + 5,500 (share) = Rs. 6,750

Y = 625 + 2,750 = Rs. 3,375

Z = 9,000 (salary) + 625 (interest) + 2,750 (share) = Rs. 12,375

(Check: 6,750+3,375+12,375 = 22,500 ✓)

Step 2 — Compare against what was ACTUALLY credited (Rs. 7,500 each, equally):

X: Should get 6,750, got 7,500 → overcredited by Rs. 750

Y: Should get 3,375, got 7,500 → overcredited by Rs. 4,125 …

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