Q.M, N and O are partners sharing profits in the ratio 4:3:3. The firm closes its books on 31st March every year. O dies on 30th June, three months into the new accounting year. The firm's profit for the previous full year (ended 31st March) was Rs 1,20,000. In the absence of any other information, calculate O's share of profit up to the date of death, on the basis of the previous year's profit and on a time basis.
Step 1 — O's share ratio. M : N : O = 4 : 3 : 3 (10 parts total), so O's share = 3/10.
Step 2 — O's notional full-year share of the previous year's profit. 3/10 × Rs 1,20,000 = Rs 36,000. This is treated as a reasonable estimate of what O's share would be if the current year's profit turned out similar to last year's.
Step 3 — Apportion this by time. O was alive for 3 months of the new accounting year (1 April to 30 June) out of 12 months. O's share up to death = Rs 36,000 × 3/12 = Rs 9,000.
Step 4 — Dual-solve check (reverse the order of multiplication). Instead of finding the full-year share first, first find the firm's estimated profit for the 3-month period: Rs 1,20,000 × 3/12 = Rs 30,000. Then take O's share of THIS: 3/10 × Rs 30,000 = Rs 9,000. Both orders of calculation give the identical figure of Rs 9,000, confirming the answer.
Step 5 — Accounting entry. Profit & Loss Suspense A/c Dr Rs 9,000; To O's Capital A/c Rs 9,000. This Suspense account is later closed off against the actual profit the firm earns for the full year in which the death occurred.
O's share of profit up to the date of death = Rs 9,000
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