write the principle of mathematical induction.
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According to the principle of mathematical induction, to prove a statement that is asserted about every natural number n, there are Three things to be proved :
- Step 1 - putting n=1 and check given statement is true or false.
- Step 2 - Consider that statement is true for n = k.
- Step 3 - Prove that the given statement is true for n = (k+1).
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Here are the steps:-
♦First check whether the given statement is true for the value of 1.
♦Then check whether it is true for the value of k and by considering so if it is true for k+1 then the given statement is true.
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