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Answer :
The difference between the side lengths of square ABCD and square WXYZ is 3 units.
The question asks to determine the difference in side lengths between two squares when it is known that one square has an area that is 4 times larger than the other. Given that the area of square WXYZ is 9, the area of square ABCD must be 4 times larger, which is 36. The side length of square WXYZ is thus the square root of 9, which is 3.
To find the side length of square ABCD, take the square root of 36, which is 6. The difference in side length between square ABCD and square WXYZ is 6 - 3, which is 3.
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