1.

(X% of Y) + (Y% of X) is equivalent to _______1. 2% of XY2. 2% of (XY/100)3. XY% of 1004. 100% of XY

Answer» Correct Answer - Option 1 : 2% of XY

Given:

Since, X% of Y = Y × (X/100)

⇒ XY/100

⇒ 1% of XY

And Y% of X = X × (Y/100)

⇒ 1% of XY

⇒ (X% of Y) + (Y% of X) = 2% of XY

The required value is 2% of XY



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