Question
Pawan gave a total of Rs.
2,82,000 to his 3 friends, 4 uncles, and 2 brothers. Each friend received (3/4) of the share of each uncle, and each brother received (2/5) of the share of each uncle. Find the difference between the share of each friend and each brother.Solution
ATQ, Let the share of each Uncle gets be Rs. '20x' So, share of each Friend = 20x × (3/4) = Rs. '15x' And, share of each Brother = 20x (2/5) = Rs. '8x' ATQ, {3 × 15x + 4 × 20x + 2 × 8x} = Rs. 282,000 Or, 141x = 282,000 So, 'x' = 2000 Therefore, required difference = (15x - 8x) = (7 × 2000) = Rs.14,000
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