The area of a rectangle will be maximum for the given perimeter, when rectangle is a

Area and perimeter of a rectangle

Area and Perimeter of rectangle

(i) The two sides of a rectangle are x units and (10 - x) units. For what value of x, the area of rectangle will be maximum? (ii) Prove that a rectangle, whose area is constant has minimum perimeter if it is a square.

(i) The two sides of a rectangle are x units and (10 - x) units. For what value of x, the area of rectangle will be maximum? (ii) Prove that a rectangle, whose area is constant has minimum perimeter if it is a square.

The difference between the length and the breadth of a rectangle is 7 Cms and the perimeter of the rectangle is 50 Cms What is the area of the rectangle ?

Find the perimeter of the given rectangle

The dimensions of a rectangle of maximum area with perimeter 2P are

State whether the given statements are true or false. If area of rectangle and square are equal then the perimeter of rectangle is less than that of square.