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\[\left( -1^{n} \right)\left( \frac{ 5n+4 }{ 2n } \right)\]

Help, please?

:/

oh...I think I see it now...but how can i demostrate if it is it's limit?

but there is also the -1^n

So it approaches 5/2 and -5/2 ?

what I mean is that there is a (-1^n) multiplying all of that...so -5/2 is also a limit

Oh...okk

So for this there isnt a limit, neither \[\frac{ 1 }{ 2 },2^{2}, \frac{ 1 }{ 2^{3} }\]

Seriously? An alternating sign in the exponent? No. No limit.

I thought so, thanks :)