Question

1^infinity=?

Answer 1

1

Answer 2

indeterminate

Answer 3

undetermined form how?

Answer 4

how can we not evaluate it

Answer 5

Infinity is not a real number. There are no rules for how exponentiation works on something that isn't a number

Answer 6

cant evaluate because infinity is not a real number

Answer 7

but 1^infinity means 1 is multiplied by it self infinity times in this way ans is 1 isn't it?

Answer 8

it could be reducible to 1

Answer 9

http://www.wolframalpha.com/input/?i=Limit+1%5Ex+x-%3EInfinity

Answer 10

1^infinity=0

Answer 11

any number^infinity=0

Answer 12

@ Milad.p. you are wrong 1^infinity is not 0 it is undetermined. check from Wikipedia side. and give answer to anyone only when you know the right ans. don't give wrong ans.

Answer 13

\[f(x) = x^{\infty} = \left\{\begin{array}{r} 1, &x=1 \\0, &0\le x<1 \\ \infty, &x>1\end{array}\right.\]

This is my first attempt at piecewise function :-D

Answer 14

Im sorry But it's not my wrong this is my teacher's Wrong , again sorry

Best Regard