You are considering buying a square wall poster that has an area of 6.25 ft². Find the side length of the wall poster.

x − s i d e l e n g t h F or m u l a f or a re a o f s q u a re : A = s i d e l e n g t h 2 6 , 25 = s i d e l e n g t h 2 ∣ ​ s i d e l e n g t h = 2 , 5 f t ​

Answered by luana | 2024-06-10

Given a square poster's total area, the length of its side can be calculated by finding the** square root **of the area. If the area is 6.25 square feet, its square root (and therefore the length of each side of the square) is 2.5 feet. ;

Answered by amytomse59 | 2024-06-18

The side length of a square wall poster with an area of 6.25 ft² is 2.5 feet. We find this by taking the square root of the area. Therefore, each side of the poster measures 2.5 feet.
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Answered by amytomse59 | 2024-12-19