A sum of Rs.76 is divided among A, B and C in such a way that A gets Rs.7 more than that what B gets and B gets Rs.6 more than what C gets. The ratio of their shares is
A sum of Rs.76 is divided among A, B and C in such a way that A gets Rs.7 more than that what B gets and B gets Rs.6 more than what C gets. The ratio of their shares is 1). 19:24:33 2). 32:25:19 3). 32:24:20 4). 19:25:33
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2 answers
Answered by
Guest on
2018-01-20 02:25:00 | Votes
1 |
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option 2 is the right answer
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Answered by
Guest on
2018-06-12 09:14:20 | Votes
2 |
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B’s share = Rs. b A’s share = Rs. (b + 7) C’s Share = Rs.(b – 6) $\therefore$ b + b + 7 + b – 6 = 76 => 3b = 76 – 1 = 75 => b = Rs. 25 A’s share = 25 + 7 = Rs. 32 C’s share = 25 – 6 = Rs. 19Required ratio = 32 : 25 : 19
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