RS.5625 is divided among A, B and C so that A may receive ½ as much as B and C together receive and B receive ¼ of what A and C together receive. The share of A is more than that of B by:OptionsRS.750RS.1500RS.700RS.1600RS.775
Question
RS.5625 is divided among A, B and C so that A may receive ½ as much as B and C together receive and B receive ¼ of what A and C together receive. The share of A is more than that of B by:OptionsRS.750RS.1500RS.700RS.1600RS.775
Solution
Let's solve this step by step:
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Let's assume the total amount that B and C receive together is x. According to the problem, A receives 1/2 of what B and C receive together. So, A receives 1/2 * x = x/2.
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It's also given that B receives 1/4 of what A and C together receive. Since A and C together receive x/2 + x = 3x/2, B receives 1/4 * 3x/2 = 3x/8.
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Now, the total amount received by A, B, and C is Rs.5625. So, x/2 (A's share) + 3x
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