Question

Need Help Pls Answer

Answer 1

Length (s) = 5 yards

Explanation:

Given information is,

→ Area (a) = 25 yd²

→ Length (s) = ?

Now we have to,

→ find the length of side of square.

Formula we use,

→ s² = Area of square

→ s² = a

Then the required length is,

→ s² = a

→ s² = 25

→ s = √(25)

→ [ s = 5 ]

Hence, the length is 5 yards.

Answer 2

5 yd

Explanation:

A square is a quadrilateral with 4 sides of equal length.

The area of a square is found by squaring one side length:

`A=s^2 \quad \textsf{(where $s$ is the side length)}`

Therefore, to find the side length of a square, simply square root its area:

`\implies A=s^2`

`\implies √(A)=√(s^2)`

`\implies √(A)=s`

`\implies s=√(A)`

Therefore, if the area of a square is 25 yd²:

`\implies s=√(25)`

`\implies s=5\; \sf yd`