Question

Calculus, single-variable.

Use the epsilon-delta limit definition to prove the following: (LaTeX below)

Answer 1

\[\huge{\lim_{x\rightarrow-2}\frac{1}{(x+2)^{2}}=\infty}\]

Answer 2

I'm not sure what exactly to do.

What values would I put for \(\epsilon\) and \(\delta\)?

Answer 3

*\(\Large{\epsilon}\) and \(\Large{\delta}\)

I am aware that \(\Large{\epsilon\gt0}\).

Answer 4

cant remember that stuff sorry. Its been a long time...

Answer 5

That's okay, thanks for trying :)

Answer 6

do you remember your epsilon delta definition?

Answer 7

Yeah

but how do I apply that

Answer 8

I can't get f(x)-L as far as I know bc L is \(\infty\)