Question

1/infinity = 0 , so infinity *0 =?

Answer 1

\[\infty \times 0\]
is an indeterminate form

Answer 2

there is no such number as \(\frac{1}{\infty}\)

Answer 3

it's supposed to be 1 according to your thingy...but it's indeterminate

Answer 4

it approaches 0

Answer 5

It never actually gets there

Answer 6

while....doing some prob... we used to get...infinity

Answer 7

mainly...with quatum mechanics....

Answer 8

similarly, there is no such number as \(0\times \infty\)

Answer 9

1/infinity = 0 , so infinity *0 =

Answer 10

that depends..usually you have to manipulate it to become 0/0 or ifty/infty then use l'hospital

Answer 11

http://en.wikipedia.org/wiki/Indeterminate_form

Answer 12

same way there is no number for 2 * infinity

Answer 13

@009infinity

Answer 14

0/0

Answer 15

infinity/infinity

Answer 16

0 & infinity are two awatar of god
if u know about god u can know about that.

Answer 17

at the risk of repeating myself, \(\infty\) is not a number, and therefore neither is \(0\times \infty\) or \(\frac{1}{\infty}\)

Answer 18

if any one knows me he knows the answer :-)

Answer 19

@Yahoo! come on

Answer 20

thxx