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Yeah sorry its early I get what you're saying. Thank you so much.
Oh see i thought I needed
Please help... I'm so frustrated
Or do you show it like this:
I get how you got that far. You just manipulated the numbers to get like that. But how do you know that you want it to look like that? And then how do you connect it to the other side of the inequality?
Like this?
Prove that 1 + 2^n ≤ 3^n for n≥1.
Basis Step: n(1) is true 3<=3.
Inductive Step: I don't even know how to start this.. Except that you have to prove P(n+1) i think..
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