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A, B and C started a business each investing 10000 Rs. Initially. After 6 months, C withdraws Rs. 2000, A invests 2000 more and B invests 6000 more. At the end of year total profit was 50490 Rs. Find the share of B?
Rs. 19890
Rs. 28500
Rs. 24200
Rs. 21570
Rs. 20560
To solve this, let's calculate the share of B in the profit.
- Initial Investments:
- A: Rs. 10,000
- B: Rs. 10,000
- C: Rs. 10,000
- After 6 Months Adjustments:
- A: Invests Rs. 2000 more ? Total Rs. 12,000 for next 6 months
- B: Invests Rs. 6000 more ? Total Rs. 16,000 for next 6 months
- C: Withdraws Rs. 2000 ? Total Rs. 8,000 for next 6 months
- Investment Calculation Over 12 Months:
- A: (10,000 * 6) + (12,000 * 6) = Rs. 132,000
- B: (10,000 * 6) + (16,000 * 6) = Rs. 156,000
- C: (10,000 * 6) + (8,000 * 6) = Rs. 108,000
- Profit Distribution Ratio:
- Total = 132,000 + 156,000 + 108,000 = Rs. 396,000
- B's share in the profit: (156,000 / 396,000) * Rs. 50,490 = Rs. 19,890
- Conclusion:
- Option 1 - Rs. 19,890 is the correct answer.
By: Parvesh Mehta ProfileResourcesReport error
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