for each of the following forms determine whether the following limit type is indeterminate,
( I got 50% correct I am confused rest of them)

Question

for each of the following forms determine whether the following limit type is indeterminate,
( I got 50%  correct I am confused rest of them)

anonymous · Answer

limit type is indeterminate?

As in an indeterminate form, or the limit doesn't exist?

anonymous · Answer

Please tell me which one i did wrong.

anonymous · Answer

Yes,

anonymous · Answer

$$
\infty\cdot \infty = \infty
$$

anonymous · Answer

$\infty^1=\infty$

anonymous · Answer

so its IND right

anonymous · Answer

$$
0/\infty=0
$$

anonymous · Answer

IND means infinite or indeterminate?  Because they are not the same!

anonymous · Answer

indeterminate. I posted the question pic above. please look

anonymous · Answer

$$
\pi^{-\infty}=1/\pi^{\infty} = 1/\infty = 0
$$

anonymous · Answer

Then I guess they want you to put DNE if it goes to infinity.

anonymous · Answer

I fixed it still 50% :/

anonymous · Answer

its

anonymous · Answer

Mention some other people for help.

anonymous · Answer

@abb0t

anonymous · Answer

ok, Thank you

abb0t · Answer

$\frac{ ∞ }{ 0 } = $ IND

anonymous · Answer

There are $7$ indeterminate forms: $$
\frac{0}{0}, 0\cdot \infty, \frac{\infty}{\infty}, \infty - \infty, 0^0, \infty^0, 1^\infty
$$

anonymous · Answer

Kinda busy filling up my notebook now.  Some of the data was lost before.

anonymous · Answer

ok i will check my answer if i made some mistake

anonymous · Answer

thanks wio!

anonymous · Answer

@electrokid