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Show two methods of factoring the expression ax - bx - ay + by. Is the result the same?
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There are two ways to factor the given expression by grouping: 1. by grouping variables first: ax-bx-ay+by=(ax-bx)-(ay-by)=x(a-b)-y(a-b)=(x-y)(a-b) 2. by grouping coefficients first: ax-bx-ay+by=(ax-ay) - (bx-by) = a(x-y) -b(x-y) = (a-b)(x-y) You'll have to decide if the results are the same.
Any factoring method will result in the same thing. If you get something different with one of them then it is not a proper factoring method.
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