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this turns intox∗x∗y∗y\sqrt{x*x*y*y}. Thanks to the commutative property of multiplication, we can rearrange the Xs and Ys and getx∗y∗x∗y=(x∗y)(x∗y)=(x∗y)2=x∗y=a∗b\sqrt{x*y*x*y} = \sqrt{(x*y)(x*y)} = \sqrt{(x*y)^2} = x*y = ...
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