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2023-02-21

$x%$ of $y$ is $y%$ of ?

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Explanation:
Let us consider that,
$x%$ of $y$ is equal to $y%$ of $m$.
After,
$⇒x%\mathrm{of}y=y%\mathrm{of}m⇒\frac{x}{100}×y=\frac{y}{100}×m⇒x×y=y×m⇒m=\frac{xy}{y}\therefore m=x$
Therefore, $x%$ of $y$ is equal to $y%$ of $x$.

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