Factorize (a+b)³ -8 using identity a³- b³
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(a+b) ³-2³
(a+b-2) {(a+b) ²+2²+(a+b)2}
(a+b-2) (a²+b²+2ab+4+2a+2b)
Hope it's correct....
(a+b-2) {(a+b) ²+2²+(a+b)2}
(a+b-2) (a²+b²+2ab+4+2a+2b)
Hope it's correct....
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(a +b)³ - (2)³
Let is take a + b = x
so x³ - 2³ = (x - 2) (x² + 2² + 2x)
Now we will put the values of x
(a+b)³ - 2³ = (a + b - 2) [(a+b)² + 2a + 2b + 4}
= (a + b - 2) (a² + 2ab + b² + 2a + 2b + 4)
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