2. Prove that n > 3n – 1 for "-3,4,5,6,[2), using Mathematical Induction. a) Verify that it is true for n = 3 b) Assuming that it is true for

"= k, you get that k > 3k – 1. So expandingreplacing k with 3k –1 leads to(k +1)and (k +1) = k² + 2k +1> 3k – 1+ 2k +1 = 5k = 3k + 2k >= 3k +______