Question

A,b and c invested capitals inthe ratio 2:3:5 ,timing of their investments being in ratio 4:5:6 .in what ratio would their profit be distributed

Answer 1

HEY ACCORDING TO MY INFO.....

THE RATIO OF PROFIT IS CALCULATED BY MULTIPLING THE OTHER TWO.....


SO I THINK IT WILL BE....

=2*4:3*5:5*6

=8:15:30

I HOPE IT IS RIGHT AND HELPFUL......☺

PLZ MARK AS BRAINLIEST ❤

Answer 2

The ratio would their profit be distributed is  8 : 15 : 30.

Step-by-step explanation:

The profit of a shared business is calculated in the ratio of weightage of the investment of each partner into the business.

Now, A, B, and C have invested in the business in a 2 : 3 : 5 ratio.

Let, A invest 2x, B invest 3x and C invest 5x.

Again, the ratio of the timing of their investment is in the ratio 4 : 5 : 6.

Let A invest for 4y time, B invest for 5y time and C invest for 6y time.

So, the weightage of A's investment (2x × 4y) = 8xy

The weightage of B's investment (3x × 5y) = 15xy.

And the weightage of C's investment (5x × 6y) = 30xy.

So, the ratio would their profit be distributed is 8xy : 15xy : 30xy = 8 : 15 : 30. (Answer)