Correct option is C
Given:
The ratio of amounts distributed among A, B, and C is 5:7:15.
A's share is ₹1,500.
Solution:
Let the total amount be T.
The amounts received by A, B, and C are in the ratio of 5:7:15. Let the shares of A, B, and C be 5x, 7x, and 15x respectively.
We are told that A's share is ₹ 1,500. Therefore:
5x = 1500
Solving for x:
x = 1500 / 5 = 300
The total amount T is the sum of the shares of A, B, and C:
T = 5x + 7x + 15x = 27x
6. Substituting x = 300:
T = 27 * 300 = 8100
Thus, the total amount is ₹8,100.