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I know it's a joke, but I had to look it up. Infinity is not a number, therefore, 1/infinity is undefined. ***** "We can see from the graph of 1/x that as x approaches infinity, f(x)=1/x approaches 0. Therefore, solving 1/infinity is the same as solving for the limit of 1/x as x approaches infinity. Thus, using the definition of limit, 1 divided by infinity is equal to 0."
Nope Sir,
(1/♾️)^-1=♾️
While
(-1/♾️)^-1=- ♾️
Showing that they do differ, and cannot equal the same amount, or only Zero.
On #7
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