# How do you solve for x in #w-xz=xy#?

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To solve for ( x ) in the equation ( w - xz = xy ), you can isolate ( x ) by moving the terms involving ( x ) to one side of the equation and simplifying:

[ w - xz = xy ]

[ w - xy = xz ]

[ w = xz + xy ]

[ w = x(z + y) ]

[ x = \frac{w}{z + y} ]

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