Question

The adjacent sides of a rectangle are 3x^3- 2xy + 5y^2 and 2x^-2 + 5xy = 3y^3 . find the area of the rectangle

Answer 1

Step-by-step explanation:

Given adjacent sides of a rectangle are 5x

2

−3y

2

and x

2

+2xy

we know that the perimeter of a rectangle with adjacent sides a and b is 2×(a+b)

Perimeter=2((5x

2

−3y

2

)+(x

2

+2xy))

=2(6x

2

−3y

2

+2xy)

=12x

2

−6y

2

+4xy

∴Perimeter=12x

2

−6y

2

+4xy

How satisfied are you with the answer