SOLUTION: not very sure if this is in logic but I need some proof.
I need to prove that this sequence {{{1+3+5+7+...}}} ends in {{{n^2+2n-1)}}}
any help is very much appreciated
than
Algebra ->
Proofs
-> SOLUTION: not very sure if this is in logic but I need some proof.
I need to prove that this sequence {{{1+3+5+7+...}}} ends in {{{n^2+2n-1)}}}
any help is very much appreciated
than
Log On
Question 994880: not very sure if this is in logic but I need some proof.
I need to prove that this sequence ends in
any help is very much appreciated
thanks Found 2 solutions by Edwin McCravy, ikleyn:Answer by Edwin McCravy(20054) (Show Source):