(a+ b) ^3-a-b factorise
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Factorisation of (a+b)³-a-b
= (a+b)(a+b)²-1(a+b)
Take (a+b) common, we get
= (a+b)[(a+b)²-1]
= (a+b)[(a+b)²-1²]
= (a+b)[(a+b)+1][(a+b)-1]
/* By algebraic identity */
= (a+b)(a+b+1)(a+b-1)
Therefore,
(a+b)³-a-b=(a+b)(a+b+1)(a+b-1)
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