If $11 %$ of a number exceeds $7 %$ of the number by $18,$ then the number is

350

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450

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360

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Solution

The correct option is B $450$
$11$ % of a number exceeds $7$ % of the number by $18$ .
Let number is $x$
$\frac{11 x}{100} - \frac{7 x}{100} = 18$
$\frac{4 x}{100} = 18$
or, $x = \frac{1800}{4} = 450$

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If 11% of a number exceeds 7% of the number by 18, then the number is

The correct option is B 45011% of a number exceeds 7% of the number by 18.Let number is x11x100−7x100=184x100=18or, x=18004=450

If $11 %$ of a number exceeds $7 %$ of the number by $18,$ then the number is

The correct option is B $450$
$11$ % of a number exceeds $7$ % of the number by $18$ .
Let number is $x$
$\frac{11 x}{100} - \frac{7 x}{100} = 18$
$\frac{4 x}{100} = 18$
or, $x = \frac{1800}{4} = 450$