A rectangular piece of land with an area of $240 m^{2}$ is restructured to form a parallelogram of same area. If one of the sides of the parallelogram measures 15 m, then find the corresponding height.

16 m

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15 m

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24 m

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10 m

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Solution

The correct option is A 16 m
Given :
Area of the rectangular piece of the land = Area of the parallelogram.

Hence 240 = length $\times$ corresponding height.
$⟹$ Corresponding height = $\frac{240}{15} = 16 m$

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A rectangular piece of land with an area of 240 m2 is restructured to form a parallelogram of same area. If one of the sides of the parallelogram measures 15 m, then find the corresponding height.

The correct option is A 16 mGiven : Area of the rectangular piece of the land = Area of the parallelogram. Hence 240 = length × corresponding height. ⟹ Corresponding height =24015=16 m

A rectangular piece of land with an area of $240 m^{2}$ is restructured to form a parallelogram of same area. If one of the sides of the parallelogram measures 15 m, then find the corresponding height.

The correct option is A 16 m
Given :
Area of the rectangular piece of the land = Area of the parallelogram.

Hence 240 = length $\times$ corresponding height.
$⟹$ Corresponding height = $\frac{240}{15} = 16 m$