Question

The area of a square is 576,Find the side of a square

Answer 1

Question:

The area of a square is 576,Find the side of a square

Given:

• Area of the square = 576 cm²

To Find:

• Side of the square

Formula Used:

• Area = S²= S x S

Solution:

Given area of the square = 576 cm²

But area of square = S²

Therefore S²=576 cm²

S=√576

S= 24 cm

Answer:

24cm

Therefore the side of the square = 24 cm

Check:

Area = S²

24 x 24 = 576

576=576

L.H.S = R.H.S

Answer 2

Answer:

The side of the square will be 24units.

Step-by-step explanation:

Given: The area of a square is 576.

We have to find the side of the square.

• As we know that the formula is used to calculate the area of the square is: $Area= side ^2$

We are solving in the following way:

We have,

The area of a square is 576.

The side of the square will be:

$Area= side ^2$

We will put the given value in the above formula;

$=>576=side^2\\=>\sqrt{576} =side\\=>side=24\ \ \ [\because 24\times24=576]$

Hence, the side of the square will be 24units.