You are not logged in.
Pages: 1
(1) Use induction to show 2^n > 3n for n > 4
(2) (a) Show 3 times 5 < 2^5
(b) Assume 3n < 2^n (n > 5) : add 3 to each side and in a couple of steps you have 3(n+1) < 2^ (n+1)
That should do it.
Thanks for your answer. Can you tell me if I missed something please.
I would like to disproof:
So far I've got:
Pages: 1