Factor out the greatest common factor.
-The material needed to manufacture a box with two square ends is given by the polynomial $2x^2 + 4xy$, where x is the length of the square ends and y is the length of the other sides. Factor this polynomial

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The Answer of Factor out the greatest common factor.
-The material needed to manufacture a box with two square ends is given by the polynomial $2x^2 + 4xy$, where x is the length of the square ends and y is the length of the other sides. Factor this polynomial

Factor Out the Greatest Common Factor 2x2+4xy2x^2 + 4xy2x2+4xy , Where X Is the Length of the Square Ends

Factor Out the Greatest Common Factor $2x^2 + 4xy$ , Where X Is the Length of the Square Ends