Question

A,b and c started a business by investing rs.2000/- , rs.3000/- and rs.4000/- respectively. total profit is rs.4500/-. find the a's share?

Answer 1

Hi friend.....
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Here's your answer.....
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the ratio of invested capital's of A , B and C is as follows

A:B:C = 2000:3000:4000= 2:3:4

Total profit = Rs.4500/-

so, A's share = Rs. 4500 × 2/9

= Rs. 500×2

= Rs. 1000

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Answer 2

Given:

A's investment = 2000/-

B's Investment = 3000/-

C's investment = 4000/-

Total profit = 4500/-

To find:

A's share

Solution:

We can solve the above mathematical problem using this mathematical approach.

The ratio of A, B, and C's investment = 2000 : 3000 : 4000

=  2 : 3 : 4

We know that, Total profit  = 4500/-

A's share = $\frac{\text{A's ratio}}{\text{Sum of all the ratios}} \times total profit$ = $\frac{2}{9} \times 4500 = 1000/-$.

Therefore, A's share is 1000/-.