> > > I hereby define x/0 to be 0 for all real x.
>
> > Surely it would be more sensible to define x/0 to be infinity for all real cases of x.
> >
>
> I wanted to stay in the reals. The reals do not contain infinity. With my definition, for any real a and b, a/b exists and is real.

But if you define x/0 = 0, then surely 0² = x. if x is "any real number", how does this impact maths as a whole?

winter"0^n = 0 for any real n except 0"mute