Question

if probability is infinity/infinity what does it mean??

Answer 1

@No.name

Answer 2

@wio

Answer 3

\[
\frac{\infty}{\infty}
\]Is an indeterminant form, so it can be anything. If we're dealing with probability we can limit it down to something in \([0,1]\).

Answer 4

it means you have a indeterminate answer, or
you can say that you are totally confused with the answer....

Answer 5

as @wio said its an indeterminant form

Answer 6

For example, if you have \(n/n\) or \(n/(2n)\), both would be the \(\infty/\infty\) form as \(n\to\infty\). But when you evaluate the limits properly, you get \(n/n\to 1\) and \(n/(2n) \to 1/2\).