M
momor
Guest
It’s your understanding of infinity that is wrong. Let’s use an example with something real instead of abstract. A one inch piece of wood which has 2 endpoints.Then logic is wrong.
It would take an infinite number of steps to list every possible number between one and two. True or false?
It cannot be cut into an infinite number of slices **in reality **because eventually the slices will get so thin that to slice them any further they would be less than the smallest space between the smallest sub-atomic particles of wood. The slices would have no substance at all and therefore not exist. There would be a finite number of possible slices.