find the product of (a+b) (a²-ab+b²) and evaluate the result for a =1 and b=1
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(x+m)
2
−(x+n)
2
=(m−n)
2
. Factor the left side of the equation as the difference of two squares.
(x+m−x−n)(x+m+x+n)=(m−n)
2
(m−n)(2x+m+n)=(m−n)
2
Since, m
=n , 2x+m+n=m−n,x=−n ,
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