Dividing things by zero is not impossible for some definition of impossible. In the sense that you can always make progress in pulling a group of zero from a gr

Dividing things by zero is not impossible for some definition of impossible. In the sense that you can always make progress in pulling a group of zero from a group of something and increasing your counter, you can be very productive when dividing by zero. This has to do with rings and the relationship between the two identities of the two underlying groups. It ultimately stems from the distributive property between multiplication and addition