Question

Is the square root of infinity still infinity?

Answer 1

yes

Answer 2

Yes it is

Answer 3

ya

Answer 4

or rather, it is undefined, or indeterminate

Answer 5

there are different sizes of infinity ...

Answer 6

if you take the square root of a very very very big number , you will still have a very very very big number , now if you make the number even bigger , the square root will also get bigger , now imagine what will happen if this number is infinite..

Answer 7

\[\lim_{n\to \infty}\sqrt{n} = \infty \]
yes

Answer 8

so I'm doing a definite integral, and 2 times square root of infinity is part of my answer; does that mean it diverges?

Answer 9

yes

Answer 10

a definite integral is the limit as you approach a bad value ...

Answer 11

if the infinity is in a denominator it goes to 0; if its not under the bar, it goes to infinity