Continued from here:

Quote Originally Posted by Dave Sell
1) Dividing ANY number by zero is, and always will be, undefined.
2) Dividing ANY object by infinitely many small pieces will never amount to more than the original object

There will always just be the 1 pizza.
Where is the proof? I have always been taught in methmatics that dividing by zero is infinity. Even if you draw the graph of 1/x, you can see it shoot off to infinity and back again as it passes zero. Isn't that proof enough?