What is the ratio between male population of States A and B together and the female population of these two States together respectively?

704:507

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507:704

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507:352

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Solution

The correct option is C
507:352

The male population of states A and B together = $\frac{(11 + 15)}{100}$ x 39 = $\frac{(26 \times 39)}{100}$ lakhs

The female population of states A and B together = $\frac{(13 + 9)}{100}$ x 32 = $\frac{(22 \times 32)}{100}$ lakhs

Required ratio = $\frac{(26 \times 39)}{(22 \times 32)}$ = $\frac{1014}{704}$ = 507:352

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What is the ratio between male population of States A and B together and the female population of these two States together respectively?

The correct option is C 507:352 The male population of states A and B together = (11+15)100 x 39 = (26×39)100 lakhs The female population of states A and B together = (13+9)100 x 32 = (22×32)100 lakhs Required ratio = (26×39)(22×32) = 1014704 = 507:352