# Math Help - Squeeze Theorem for Sequences

1. ## Squeeze Theorem for Sequences

$\frac{\sqrt{n}}{2n*\csc{\sqrt{9n+4}}}$
(sequence fro n=1 to infinity of above)

just wondering how to use the squeeze theorem to show this converges to 0?

for the greater than or equal to fxn, maybe use n as the numerator? (since sqrt n less than or equal to n for n=1 to infinity)
also for the lesser than or equal fxn, I thought perhaps, just 1 on the numerator (sqrt n greater than or equal to 1 for n=1 to infinity)

thank you!

2. I keep finding functions that are greater than this but can't get them to converge them to 0,
I do notice that if you move the csc to the numerator as $\sin{\sqrt{9n+4}}$
is less than or equal to 1... can't seem to use it though!