One number is 25 % of another number. The lar | vedclass

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(A) Let the larger number be $x$.Since the smaller number is $25 \%$ of the larger number,the smaller number is $0.25x$.According to the problem,the l

Vedclass · Accepted Answer

$16$

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(A) Let the larger number be $x$.Since the smaller number is $25 \%$ of the larger number,the smaller number is $0.25x$.According to the problem,the larger number is $12$ more than the smaller number:$x = 0.25x + 12$Subtract $0.25x$ from both sides:$x - 0.25x = 12$$0.75x = 12$$x = \frac{12}{0.75}$$x = \frac{1200}{75} = 16$Therefore,the larger number is $16$.

One number is $25 \%$ of another number. The larger number is $12$ more than the smaller. The larger number is

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