Inconsistency is avoided in cases like that by limiting the domain of the function to non-zero values and categorizing the limit as being undefined.

But then we can always avoid any inconsistency by limiting the results to the domain of consistency. Yet this is an interesting venue of thought: if the definition of a broken math is that there is no way to define a domain of consistency, that would make said "broken math" even more consistent than math itself.

math

What would it look like if math were broken?

Undisciplined

> Inconsistency is avoided in cases like that by limiting the domain of the function to non-zero values and categorizing the limit as being undefined.

But then we can always avoid any inconsistency by limiting the results to the domain of consistency. Yet this is an interesting venue of thought: if the definition of a broken math is that there is no way to define a domain of consistency, that would make said "broken math" even more consistent than math itself.