steps of mathematical induction.

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Suppose p(n) is a proposition defined on the positive integer N i.e n€N
Step-I(basis of induction)
Show p(1) is true.(Generally)
 If given  n≥a then show p(a) is true.
Step-II(Induction hypothesis)
Assume p(K) is true. where k≥a
Step-III(Induction step)
Show p(k+1) is true using p(k).



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