If X > Y > 0, then X% of Y is

Given:

If X > Y > 0 , then we need to determine the relationship between X\% of Y and Y\% of X .

Solution:

Step 1: Calculate X\% of Y :

\(X\% \text{ of } Y = \frac{X}{100} \times Y \\ = \frac{XY}{100}\)

Step 2: Calculate Y\% of X :

\(Y\% \text{ of } X = \frac{Y}{100} \times X \\ = \frac{YX}{100}\)

Step 3: Compare the two expressions:

Notice that \( \frac{XY}{100} = \frac{YX}{100} .\)

Therefore, X% of Y is equal to Y% of X .

Conclusion:

The correct answer is:

Option 1: equal to Y% of X