A flower garden of equal sides needs to be groomed. The charges for garden grooming is based on its area. If length of each side of garden is $\sqrt{12} unit,$ the area is ${unit}^{2} .$

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Solution

The flower garden has sides of equal length.

Area $= {length of side}^{2}$
$= (\sqrt{12} unit)^{2} = (12^{\frac{1}{2}})^{2} {unit}^{2} = 12 {unit}^{2}$

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A flower garden of equal sides needs to be groomed. The charges for garden grooming is based on its area. If length of each side of garden is √12 unit, the area is unit2.

The flower garden has sides of equal length. Area =length of side2 =(√12 unit)2=(1212)2 unit2=12 unit2

A flower garden of equal sides needs to be groomed. The charges for garden grooming is based on its area. If length of each side of garden is $\sqrt{12} unit,$ the area is ${unit}^{2} .$

The flower garden has sides of equal length.

Area $= {length of side}^{2}$
$= (\sqrt{12} unit)^{2} = (12^{\frac{1}{2}})^{2} {unit}^{2} = 12 {unit}^{2}$