Mathematical induction is the principle containing the set
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Mathematical Induction is a technique of proving a statement, or formula, or a theorem, which is asserted about natural numbers. The principle of mathematical induction contains the set of Natural Numbers (N) and it states that if a statement is true for a natural number n = k, then it will be true for its successor n = k + 1 and when the statement is true for n = 1, then it will be true for every other natural number.
Therefore, it is clear that mathematical induction is the principle containing the set 'N' where 'N' belongs to natural numbers.
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