A, B and C started a business by investing Rs. 13,750, Rs. 16,250 and

1.	A, B and C started a business by investing Rs. 13,750, Rs. 16,250 and Rs. 18,750, respectively. If B's share in the profit earned by them is Rs. 5,200, what is the total profit (in Rs.) earned by them together?1. 15,6002. 17,5003. 16,6004. 18,200
Answer» Correct Answer - Option 1 : 15,600 Given: Investment of A = Rs. 13,750 Investment of B = Rs. 16,250 Investment of C = Rs. 18,750 B's share in profit = Rs. 5200 Calculation: Ratio of investment A ∶ B ∶ C = 13,750 ∶ 16,250 ∶ 18,750 ⇒ A ∶ B ∶ C = 11 ∶ 13 ∶ 15 Ratio of their profit will be same as ratio of their investment Let profit of A be 11x, B be 13x and C be 15x As, B's share = 5200 ⇒ 13x = 5200 ⇒ x = 5200/13 = 400 Total profit = 11x + 13x + 15x = 39x ⇒ Total profit = Rs. (39 × 400) ⇒ Rs. 15,600 ∴ Total profit is Rs. 15,600

A, B and C started a business by investing Rs. 13,750, Rs. 16,250 and Rs. 18,750, respectively. If B's share in the profit earned by them is Rs. 5,200, what is the total profit (in Rs.) earned by them together?1. 15,6002. 17,5003. 16,6004. 18,200

Answer» Correct Answer - Option 1 : 15,600

Given:

Investment of A = Rs. 13,750

Investment of B = Rs. 16,250

Investment of C = Rs. 18,750

B's share in profit = Rs. 5200

Calculation:

Ratio of investment

A ∶ B ∶ C = 13,750 ∶ 16,250 ∶ 18,750

⇒ A ∶ B ∶ C = 11 ∶ 13 ∶ 15

Ratio of their profit will be same as ratio of their investment

Let profit of A be 11x, B be 13x and C be 15x

As, B's share = 5200

⇒ 13x = 5200

⇒ x = 5200/13 = 400

Total profit = 11x + 13x + 15x = 39x

⇒ Total profit = Rs. (39 × 400)

⇒ Rs. 15,600

∴ Total profit is Rs. 15,600

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