Question

The profit of a company are shared among three partners A, B, and C in the ratio 2:2:3 .

If A gets ₹14,000 as his share , find the total profit of the company and the shares of B and C ​

Answer 1

Answer:

Given :

$\textsf{Profit of a company among A , B , C in ratio = 2:2:3}$

$\textsf{Profit got to A = Rs. 14,000}$

To find :

$\textsf{Profit of B and C }$

Concept :

To find the profit of B and C . Then first divide the 2 with ₹14,000 . Then , multiply the ratio of B and C with the answer of the division of ₹14,000 from 2 .

Solution :

$:\implies\sf{\dfrac{14,000}{2}}$

$:\implies\sf{Rs. 7,000}$

B 's share -:

$:\implies\sf{Rs. 7,000 \times 2}$

$:\implies\sf{Rs. 14,000}$

So , the B 's share in profit is ₹ 14,000 .

C 's share -:

$:\implies\sf{Rs. 7,000\times3}$

$:\implies\sf{Rs. 21,000}$

So , the C 's share in profit is ₹ 21,000 .

Answer :

B 's share = ₹ 14,000

C 's share = ₹ 21,000