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How are the side lengths of a square connected/ related to the area of a square?
How are the side lengths of a square connected/ related to the area of a square?


In 5 sentences or less (preferably 5) explain how the length of a square connects/ relates to the area of a square.
3 Answers
the area of a square is equal to the square of any side.
The length of the square is how you determine the area. One side squared is equal to the area of the square, s^2 where s=side length. That's because the equation for the area of a rectangle is base times height, or bh. But in a square, since all sides are equal, it's much simpler to write s^2 rather than ss.
the length times the height equals the area of a square.
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