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Three partners invested Rs. 42000, Rs. 48000 and Rs. 32000 respectively. Partnership condition is that, each will the get interest on his capital at the rate of 7% p.a. and the remaining profit will be divided in the ratio of their capitals. If at the end of the year the total profit is Rs. 32940, then find the share of A in profit
Rs. 12960
Rs. 11340
Rs. 8640
None of these
Interest for A = 42000×7×1/100 = Rs. 2940 Interest for B = 48000×7×1/100 = Rs. 3360 Interest for C = 32000×7×1/100 = Rs. 2240 Total interest of (A+B+C) = (2940+3360+2240) = Rs. 8540 Remaining profit = Rs. (32940-8540) = Rs. 24400 A : B : C Capital→ 42000 : 48000 : 32000 21 : 24 : 16 According to the question, (21+24+16) units = Rs. 24400 61 units = Rs. 24400 1 units = Rs. 400 Hence, share of A in remaining profit = 400 × 21 = Rs. 8400 Share of B in remaining profit = 400 × 24 = Rs. 9600 Share of C in remaining profit = 400 × 16 = Rs. 6400 ∴ Total share of A = 8400 + 2940 = Rs. 11340
By: Pranav Gupta ProfileResourcesReport error
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