A man distributed his whole money between his three daughters Sakshi, Priya and Suhani in the ratio of 7 : 11 : 9 respectively. If the total amount the man had was Rs. 8910, then find the difference between the share of Priya and Suhani.
A man distributed his whole money between his three daughters Sakshi, Priya and Suhani in the ratio of 7 : 11 : 9 respectively. If the total amount the man had was Rs. 8910, then find the difference between the share of Priya and Suhani.
ARs. 550
BRs. 630
CRs. 660
DRs. 690
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correct answer is: option a [Rs. 660]
Explanation: Let the shares of Sakshi, Priya, and Suhani be \(7x\), \(11x\), and \(9x\) respectively.
The total amount is Rs. 8910, so we have: \(7x + 11x + 9x = 8910\)
\(27x = 8910\)
\(x = \frac{8910}{27} = 330\)
Priya's share = \(11x = 11 \times 330 = 3630\)
Suhani's share = \(9x = 9 \times 330 = 2970\)
The difference between Priya's and Suhani's share is \(3630 - 2970 = 660\)
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