Math, asked by lokanathsingh923, 23 days ago

three partners A B and C invest 30,000 36000 44000 respectively find their shares in a profit of 8800 ​

Answers

Answered by aftabahemad
1

In context to questions asked,

We have to determine the share of A,B and C.

As per questions,

We have,

Three partners A B and C invest 30,000 36000 44000 respectively

So, for determining the ratio of profit we will determine the ratio of their investment.

So, ratio of their investment will be

30000 : 36000 : 44000 = 30 : 36 : 44 = 15 : 18 : 22

So, the ratio of profit will be respectively,

For A = 15x

B = 18x

C = 22x

So, total share will be = (15x + 18x + 22x) = 55x

So, equating the total share we will get,

 \frac{15}{55}  \times 8800 = 2400 \\  \frac{18}{55}  \times 8800 = 2880  \\ \frac{22}{55}  \times 8800 = 3520

Hence, share of A will be 2400, B will be 2880 and C will be 3520 respectively.

Similar questions