Divide ₹1545 between three people A,B and C such that A gets three-fifths of what B gets and the ratio of the share of B to C is 6:11
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A = (3/5)B. (B/C) = (6/11), ie., B = 6C/11 & A = (3/5)(6C/11) = (18/55)C.
Together A+B+C get Zonk 1545, ie., [(18/55) + (6/11) + 1]C gets Zonk 1545.
18/55 + 6/11 + 1 = (48+55)/55 = 103/55. Therefore C gets Zonk (55/103)*
1545 = Zonk 825. Then B gets (6/11)C = Zonk 450 & A gets (18/55)C =
Zonk 270. Therefore (A,B,C) get Zonk (270,450,825)
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