How Do I Answer (x-y)(x Square=xy=y Square)?
I'm not sure how to even start to get the answer.
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The answer lies in binomiyal theorem which is
if n is a positive integer then
(a+b)n=an+(n1)(an-1b)+(n2 ) (an-2b2)+...+(nr) (an-rbr)+...+(nn-1 )(abn-1)+b.
if n is a positive integer then
(a+b)n=an+(n1)(an-1b)+(n2 ) (an-2b2)+...+(nr) (an-rbr)+...+(nn-1 )(abn-1)+b.
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