Question

A square carom board has a perimeter of 320
much is its area​

Answer 1

$\huge\mathfrak{Answer:}$

Perimeter of a square = 4(sides)

Let the sides be x

$\fbox{ATQ}$

$4x=320 \\\ x= \frac{320}{4} \\\ = 80~ units$

Area of a square = side² = x²

= (80)²

= 6400 units .

Answer 2

Given:

A square carromboard

Perimeter = 320 units

To find:

Area of the square

Solution:

Let the side of the square be x

A/q

Perimeter = 320 units

4(x) = 320 units

x= $\frac{320}{4}$ => 80 units

Now, Area of the square = side x side

= 80 x 80 = 6400 square units

Hence, the area is 6400 square units.