A total of money is split among E, F, G and H in the ratio 9:7:5:3. If G gets ₹4000 less than F, how much does E receive?
₹18000
The ratio 9:7:5:3 has 24 total parts, so each part is worth \(k\).
G gets 5k and F gets 7k; given \(G = F - 4000\), so \(5k = 7k - 4000 \Rightarrow 2k = 4000 \Rightarrow k = 2000\).
E's share is 9k, so \(E = 9\times2000 = 18000\).
Hence, E receives ₹18,000.
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