expand using cubic identity (p-2) (p+1) (p-4)
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Suitable identities is (x+y)3=x3+3x2y+3xy2+y3
Here x=p and y=1
Therefore, value of (p+1)3 is
=(p)3+3(p)2(1)+3(p)(1)2+(1)3
=p3+3p2+3p+1
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