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1. If 13A = 11B = 8C, find A : B : C
(A): 143:104:88
(B): 104:88:143
(C): 88:104:143
(D): 8:11:13
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By: anil on 05 May 2019 02.13 am
Let $$13A = 11B = 8C = k$$ => $$A = frac{k}{13}$$ , $$B = frac{k}{11}$$ , $$C = frac{k}{8}$$ => Ratio of A : B : C = $$frac{k}{13} : frac{k}{11} : frac{k}{8}$$ = $$frac{1}{13}$$ : $$frac{1}{11}$$ : $$frac{1}{8}$$ L.C.M. of 8,11 and 13 = 1144, thus multiplying by 1144, we get : = $$frac{1144}{13} : frac{1144}{11} : frac{1144}{8}$$ = 88 : 104 : 143 => Ans - (C)
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SSC CHSL 22 Jan 2017 Afternoon Shift
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