Question

if x% of y is x than value of y is​

Answer 1

Since we know, X% of Y and Y% of X are same. So, 32% of 50 = 50% of 32. So, 50% of 32= 1/2*32= 16. If you are good in converting percentage into fraction, and you know that X% of Y is same as Y% of X.

Answer 2

Given -

$x\% \: of \: y \: is \: x$

To find - y

Solution -

=>$x\% \: of \: y \: = x$

=>$\frac{x}{100} \times y = x$

=>$y = x \div \frac{x}{100}$

=>$y = x \times \frac{100}{x}$

=>$y = 100$

Therefore the value of y is 100