what is infinity raised to -.001? then divided by -.001?
$$\\\infty^{-0.001}=\frac{1}{\infty^{+0.001}}=\frac{1}{\sqrt[1000]{\infty}} =\frac{1}{\infty}=0$$
It still gonna be infinity. It does not matter if divide or multiple infinity by any number, it still stays infinity...
it is different when you divide respectively small number with infinity will result in zero...
It will equal zero.
You have infinity raised to a negative power which means that you have one divided by infinity raised to some (positive) power and that will be zero.
You can divide that by any number you want, other than zero, and the result will still be zero.
