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Problem 48 asks to calculate the measure of the side of a regular quadrilateral given its perimeter.

April 26, 2026Mathematics

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Answer

31 \text{ cm}

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asks to calculate the measure of the side of a regular quadrilateral given its perimeter.
A regular quadrilateral is a square, which has four equal sides.
Let $s$ be the length of one side.
The perimeter ( $P$ ) of a square is given by the formula:

P = 4s

Given:
Perimeter $P = 124$ cm.

Substitute the given perimeter into the formula.
$124 \text{ cm} = 4s$
Solve for $s$ by dividing the perimeter by 4.
$s = \frac{124 \text{ cm}}{4}$ $s = 31 \text{ cm}$
The measure of the side of the regular quadrilateral is $*31 \text{ cm}*$ .

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