A and B started a business with capitals of Tk. 3,000 and Tk. 4,000 respectively. After 8 months, A invested Tk. 2,500 more in the business and 7 months after this, total profit becomes Tk. 980. Find the share of profit for each. (Partnership)

Shohan

10 views

2025-01-04 04:42

1 Answers

Shohan

Total business time = 8+7= 15 months.

A's time weighted investment = $[3, 000 \times 8 + (3, 000 + 2, 500) \times 7] = 24, 000 + 38, 500 = 62, 500 T k .$

B's time weighted investment = $4000 \times 15 = 60000 T k .$

So, investment ratio = $62, 500 : 60, 000 = 25 : 24$

Now, sum of their invest t = 25 + 24 = 49 [Dividing by 2,500]

So A get profit = $(980 \times \frac{25}{49}) = 500$ Tk & B get profit = $(980 \times \frac{24}{49}) = 480$ Tk

ans. The share of profit is 500 & 480 Tk.

10 views Answered 2024-12-14 13:31

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