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A and B started a business with investments of ₹8000 and ₹12000. After four months, A withdrew two-fifths of his investment, and B added ₹2000 more. If at the end of the year, the profit share of A is ₹11000, then find the total profit (in ₹).
- 42500
- 36000
- 47800
- 49000
Correct answer: 36000
Solution
A: first 4 months = 8000×4=32000; remaining 8 months after withdrawing 2/5: 8000×(3/5)×8=38400. A total = 70400. B: first 4 months = 12000×4=48000; adds ₹2000, remaining 8 months = 14000×8=112000. B total = 160000. Ratio A:B = 70400:160000 = 11:25. Total parts = 36. A's share = (11/36)×P = 11000 → P = 36000.
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