Multiple choice

A sum of money is divided among P, Q, R and S in the ratio 3: 4: 9: 10 respectively. If the share of R is Rs.3580 more than the share of Q, then what is the total amount of money P and S receive together? एक धनराशि को P, Q, R और S में क्रमशः 3: 4: 9: 10 के अनुपात में बांटा जाता है | यदि R का हिस्सा Q के हिस्से से 3580 रु. अधिक है, तो P और S को प्राप्त होने वाली एकसाथ कुल धनराशि का मान क्या है ?

  1. Rs. /रु.9308

  2. Rs. /रु.9508

  3. Rs. /रु.9608

  4. Rs. /रु.9708
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A Correct answer
Explanation

Let shares be 3x, 4x, 9x, 10x. R - Q = 5x = 3580, so x = 716. P + S = 3x + 10x = 13x = 13*716 = 9308. This is a straightforward ratio problem requiring careful calculation.

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