A, B and C started a business by investing Tk. 24000, Tk. 32000 and Tk. 18000 respectively. A 14 and B are active partners and get 15% and 12% of total profit and remaining profit is to be distributed among them in the ratio of their investment. If C got total Tk. 65,700 as a profit? (Partnership)

Shohan

6 views

2025-01-04 04:42

1 Answers

Shohan

Let, total profit= 100 Tk.

$∴$ Remaining profit=(100-15-12)%=73%

Ratio of their investment = 24,000: 32,000: 18,000=12: 16:9

$∴$ C's share of profit = $(\frac{9}{12 + 16 + 9} \times 73) % = \frac{657}{37} %$ of total profit

Now, according to question

$\frac{657}{37} %$ of total profit= 65,700 Tk.

$∴$ 100% of total profit= $\frac{65700 \times 37 \times 100}{657} = 370000 t k$

Answer: Total profit 3,70,000 Tk.

6 views Answered 2024-12-14 13:31

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