Question

The two adjacent sides of rectangle are given as 5x – 3y and x- 2y. Find the area

and perimeter of the rectangle.​

Answer 1

Step-by-step explanation:

(iv - 2x = - 12 simple equation

Answer 2

Answer:

Step-by-step explanation:

Length is 5x-3y

Breadth is x-2y

So area we know that Length* Breadth

So, 5x-3y* x-2y

=-1 • (3xy - 5x + 2y) unit^2

is the area

Perimeter we know that

2*(L+B)

=2*(5x-3y+x-2y)

=2*(6x-5y)

12x-10y units is the Perimeter.

Remember

1. Area of Rectangle = Length*Breadth
2. Peimeter of Rectangle is 2*(L+B)