What number should be subtracted from each of the numbers 5471 75 and 99 so that the remainders may be proportional?

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  1. What number should be subtracted from each of the number 54, 71, 75 and 99 so that the remainders may be proportional ?

Let the required number be N, From question, (54 - N) / (71 - N) = (75 - N) / (99 - N) ⇒ (54 - N) x (99 - N) = (75 - N) x (71 - N)

⇒ N2 - 153N + 5346 = N2 - 146N + 5325

⇒ 7N = 21∴ N = 3

What number should be subtracted from each of the numbers 5471 75 and 99 so that the remainders may be proportional?

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