find the area of a square with side 5x^2y
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Answer:
25 x^4 y^2
Step-by-step explanation:
Given,
Side = ( 5 x^ 2 × y) [Also read as five x square multiplied by y]
We all know that,
Area of a square = s^2
Here, s = 5 x ^2y
That is,
( 5 x^2 y )^2
( 5 × x^2 × y × 5 × x^2 × y )
( 25 × x^4 × y ^2 )
25 x^4 y^2
Area of the square = 25 x^4 y^2
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