The area of a square with one of its vertices as (5 , -2) and the mid-points of the diagonals (3,2) is `"_______"`. (in sq. units)

The ratio of the areas of two squares is 1:4 .if the area of the first is 9 sq. units . The area of the first square is ____ ( in sq. units)

Find the area of square , whose diagonally opposite vertices are (-2,3) and (4,5) .

The area of a square is 100 sq. cm. Find length of its diagonal ?

If the area of a square is 48sq. Units, then what is the diagonal of the square ?

The point of intersection of diagonals of a square ABCD is at the origin and one of its vertices is at a(4,2). What is the equation of the diagonal BD?

The area of a square is 1024 sq.units, then its side is ____units.

The square of the diagonal of a square is 50 sq. units. Find the side of the square.