Question

The two adjacent sides of a rectangle are

2x (z³y–zy³) and 2y(x³z–xz³) , then the perimeter of

the rectangle is​

Answer 1

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The two adjacent sides of a rectangle are 2x (z³y–zy³) and 2y(x³z–xz³) , then the perimeter of the rectangle is

Step-by-step explanation:

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Adjacent sides of a rectangle = 2x (z³y–zy³) and 2y(x³z–xz³)

Perimeter =

2 ( length + breadth )

where, length = 2x (z³y–zy³) and

Breadth= 2y(x³z–xz³)

Therefore,

Perimeter =

2{ 2x (z³y–zy³) + 2y(x³z–xz³)}

= 2{ 2xz³y - 2xzy³ +2yx³z-2yxz³}

= 2 ( - 2xzy³ + 2yx³z

= -4xzy³ + 4yx³z

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