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Two friends Aaru and Chand started a business in which Aaru invests Rs. 12600 and Chand invested 1/3rd of the amount invested by Aaru. Aaru left the business after 5 months and at the same time Sandhu joins with the investment of Rs.6000. At the end of one-year Chand receives Rs. 3000 as the share of a profit.
Find the share of Aaru from the profit after one year?
Rs. 2500
Rs. 3750
Rs. 4000
Rs. 4500
None of these
- Aaru invested Rs. 12,600 and left after 5 months.
- Chand invested 1/3 of Aaru's amount, which is Rs. 4,200.
- Sandhu joined after 5 months with Rs. 6,000.
- The business ran for a total of 12 months.
- Total investment period for Aaru is 12600 x 5 months = Rs. 63,000 (investment-months).
- Total investment period for Chand is 4200 x 12 months = Rs. 50,400 (investment-months).
- Total investment period for Sandhu is 6000 x 7 months = Rs. 42,000 (investment-months).
- Ratio of profits is based on these investment-months: Aaru : Chand : Sandhu = 63,000 : 50,400 : 42,000.
- Simplifying this ratio gives 525 : 420 : 350.
- Chand's profit is Rs. 3,000; hence, Aaru’s share is calculated from their ratio.
- Aaru's share calculation: (525/420) * 3000 = Rs. 3,750.
Correct Answer: Option 2 - Rs. 3750
.
By: Parvesh Mehta ProfileResourcesReport error
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