Question

If the sides of a square x are two times that of square y then the area of the square x
would also be double of area of square y. State True/False.

Answer 1

Answer:

false............

let y is 5 and x is 10 then their areas are

25 and 100.

Answer 2

Answer:

False

Step-by-step explanation:

Let the side in square Y be k.

So the area of square Y will be k²

And now in square X:

The side of the square is two times the edge of square Y.

Therefore, the side of square X is 2k

So, the area of square X will be (2k)² which is 4k²

On comparing with Square Y we observe that the area of square X is four times more than the area of square Y.

So, the statement that The area of square X will be twice the area of square Y is wrong.

Hope it helps :)