Two squares, A and B are given. The side of square B is 2 times the side of square A. The area of square B is ‘x’ times the area of square A.  The value of x is 4.

The statement is True.

Let the side of square A be ‘a’

⇒ The area of the square A = a × a = a²

It is given that the side of square B is ‘2a’

⇒ The area of the square B = 2a × 2a = 4a²

The ratio of their areas = $\frac{4a^2}{a^2}=4$ 

∴ x = 4