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A square has an area of 50.41 cm². What is its perimeter?

April 21, 2026Mathematics

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Answer

28.4 \text{ cm}

3 steps

Write down the given area of the square.
Area ( $A$ ) $= 50.41 \text{ cm}^2$
Use the formula for the area of a square to find the side length ( $s$ ).
The area of a square is given by $A = s^2$ .
$s^2 = 50.41 \text{ cm}^2$
To find $s$ , take the square root of the area:
$s = \sqrt{50.41}$ $s = 7.1 \text{ cm}$
Calculate the perimeter ( $P$ ) of the square.
The perimeter of a square is given by $P = 4s$ .
$P = 4 \times 7.1 \text{ cm}$ $P = 28.4 \text{ cm}$
The perimeter of the square is $28.4 \text{ cm}$ .

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