On Fri, Sep 29, 2000 at 01:35:51PM +0200, Aley Keprt wrote: > This is not what we wanted, since 0/0 is not lim0/0.
0/0 is undefined - it can be anything. But we could define it as the limit of some operation x/y where x and y both tend to 0. This isn't *the* definition, but it is *a* definition. There are some cases in which you can't calculate p/q but in which it makes sense to define it as the limit of x/y where x tends to p and y tends to q. imc
