Prove the rule of exponents `(a b)^n=a^n b^n`by using principle of mathematical induction for every natural number.

Prove the rule of exponents (ab)^n = a^n b^n by using principle of mathematical induction for every natural number.

Prove that the rule of exponents (a b)^n=a^n b^n by using principle of mathematical induction for every natural number.

Prove the rule of exponents , (ab)^n= a^n b^n by using Principle of Mathematical Induction for every natural number.

Prove the rule of exponents (ab)^(n)=a^(n)b^(n) by using principle of mathematical induction for every natural number.

Prove the rule of exponents (ab)^(n) = a^(n)b^(n) by using principle of mathematical induction for every natural number.

Prove the rule of exponents (ab)^(n) = a^(n)b^(n) by using principle of mathematical induction for every natural number.

Prove the rule of exponents (ab)^(n) = a^(n)b^(n) by using principle of mathematical induction for every natural number.

Using the principle of mathematical induction, prove that n<2^n for all n in N

Prove by using principle of mathematical induction :2^(n)<3^(n),n in N

By using principle of mathematical induction, prove that 2+4+6+….2n=n(n+1), n in N