factorise a³-b³+1+3ab
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= a3 + (–b)3 + 13 – 3{1 × a × (–b)}
= {a + (–b) + 1}{a2 + (–b)2 + 12– a(–b) – (–b)1 – 1a}
= (a – b + 1) (a2 + b2 + 1 + ab + b – a)
= {a + (–b) + 1}{a2 + (–b)2 + 12– a(–b) – (–b)1 – 1a}
= (a – b + 1) (a2 + b2 + 1 + ab + b – a)
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