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Rs.6,060 is divided between A, B and C in such a way that if it reduces Rs.15 from A's share, Rs.20 from B's share, and Rs.25 from C's share, then The ratio of their parts becomes 5 ∶ 7 ∶ 8. How much was C's original share (in Rs.)?

Rs.6,060 is divided between A, B and C in such a way that if it reduces Rs.15 from A's share, Rs.20 from B's share, and Rs.25 from C's share, then The ratio of their parts becomes 5 ∶ 7 ∶ 8. How much was C's original share (in Rs.)? Correct Answer 2,425

Given:

Total money = Rs.6060

Calculation:

Let amount of money A, B and C has after reduction be Rs.5a, Rs.7a and Rs.8a respectively.

⇒ (5a + 15) + (7a + 20) + (8a + 25) = 6060

⇒ a = 300

New share of C = Rs.2400

∴ Original share of C = 2400 + 25 = Rs.2425

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