if p(n) is the statement is true for such that :n(n+1)(n+2)is divisible by 12 then prove that p(3) and p(4) are true but p(5) is not
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p(n)=n(n+1)(n+2)=n*n+3*n*n+2n
p(3)=3(3+1)(3+2)=60
p(4)=4(4+1)(4+2)=120
p(5)=5(5+1)(5+2)=210
hence proved
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