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Question

If the adjacent sides of a rectangle are (x2x+2) units and (x2+x2) units long, find the area of the rectangle.

A
(x45x3x2) square units
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B
(x4x34x2+4) square units
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C
(x4x3x24x) square units
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D
(x4x2+4x4) square units
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Solution

The correct option is D (x4x2+4x4) square units
We know that
area of a rectangle = length x breadth
Hence, area =(x2x+2)× (x2+x2)
=x4+x32x2x3x2+2x+2x2+2x4

=x4x2+4x4

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