If the area of a square is equal to the area | vedclass

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(D) The area of a rectangle is calculated as $	ext{Length} 	imes 	ext{Width}$.Given,$	ext{Length} = 6.4 \, m$ and $	ext{Width} = 2.5 \, m$.$	ext

Vedclass · Accepted Answer

$4$

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(D) The area of a rectangle is calculated as $	ext{Length} 	imes 	ext{Width}$.Given,$	ext{Length} = 6.4 \, m$ and $	ext{Width} = 2.5 \, m$.$	ext{Area of rectangle} = 6.4 \, m 	imes 2.5 \, m = 16 \, m^2$.According to the problem,the area of the square is equal to the area of the rectangle.Therefore,$	ext{Area of square} = 16 \, m^2$.Since the $	ext{Area of a square} = 	ext{side}^2$,we have $	ext{side}^2 = 16 \, m^2$.Taking the square root of both sides,$	ext{side} = \sqrt{16} \, m = 4 \, m$.Thus,each side of the square measures $4 \, m$.

If the area of a square is equal to the area of a rectangle $6.4 \, m$ long and $2.5 \, m$ wide,then each side of the square measures (in $m$)

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