If from a wire of length 36 metre a rectangle of greatest area is made, than its two adjacent sides in metre are

Perimeter of a rectangular field is 160 metres and the difference between its two adjacent sides is 48 metres. The side of a square field, having the same area as that of the rectangle, is (a) 4m (b) 8m (c) 16m (d) 32m

A line segment of length 10 cm is diveded into two parts and a rectangle is formed with these as adjacent sides, then the dimensions of the rectangle in order that its area is maximum is

If the length of a rectangle is increased by 3 metres and the breadth is decreased by 3 metres, then the area of the rectangle is decreased by 18 sq .meters . Again , if its length is increased by 3 metres and the breadth is increased by 3 metres, then area of the rectangle is increased by 60 sq. metres . Find the length and breadth of the rectangle.

The perimeter of a square is 96 m . The area of a rectangle is 2 metre square less than the area of given square if the breadth of the rectangles is 14 metre, find its length

If the length of a rectangle is decreased by 5 metres and the breadth is increased by 3 metres the area is decreased by 9 sq metres but if the length is increased by 3 metres and the breadth by 2 metres, the area is increased by 67 sq.metres. Find its length and breadth.

Total surface area of a sphere is 400π m^2 . If length of a rectangle is equal to diameter of sphere and breadth of rectangle is 3 metre smaller than its length, then find the area of rectangle.

If a rectangle has length 3 metres 25 cm and breadth is 2 metres 18 cm then find its perimeter