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Strange proof by induction

I know how to do proof by induction but I don't really know what this question is asking.

Prove by induction that Un = (1 + 2^(n-1))/(2^(n-1)) For all natural values of n
Original post by Ninja Gandhi
I know how to do proof by induction but I don't really know what this question is asking.

Prove by induction that Un = (1 + 2^(n-1))/(2^(n-1)) For all natural values of n


I'm assuming there is a sequence to do with unu_n in the question that you're not giving us here?
Original post by RDKGames
I'm assuming there is a sequence to do with unu_n in the question that you're not giving us here?


No there isn't, that's why I'm confused.
Original post by Ninja Gandhi
No there isn't, that's why I'm confused.


Well in that case the question doesn't make sense as it is.
Original post by RDKGames
Well in that case the question doesn't make sense as it is.


Well the textbook that it's from hasn't been proofread yet so that would be why I guess.

Thanks for the reply, you've just saved me a lot of time :smile:

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