Prove that for all natural numbers n > 1.
Step1: For n=2
So, it is true for n=2
Step2: For n=k
Now, we need to show that P(k+1) is true when P(k) is true.
As, LHS = RHS
Thus, P(k+1) is true. So, by the principle of mathematical induction
P(n) is true for all n.