Math, asked by aarzoomehra, 16 days ago

A's and B's earnings are in the ratio 3:7 while B's and C's earnings are in the ratio 3:2. f the combined earnings of A, B, and C are 28,864, find how much each of them earns.​

Answers

Answered by sohamchakraborty70
0

Answer:

A:B = 3:5 and C:B = 9:7.

So, A:C = A:B/C:B = 7:15.

Let income of A is 7x and income of C is 15x.

Given, income of C - income of A = 4800.

That means 15x - 7x =4800.

That means 8x =4800.

That means x =600.

Therefore salary of C is 15x = 15 X 600 = 9000.

Step-by-step explanation:

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Answered by AllenGPhilip
31

Answer:

Step-by-step explanation:

Total earnings = 28,864

A : B : C = 9 : 21 : 14

A's share = 5,904

B's share = 13,776

C's share = 9,184

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