I guess if I were to spill over to the non-numerical and semantical or more linguistically axiomstic representation here,:
The divisor is a number (1)
The dividend is a number (0)
A number divided by another number consequently produces another number
Does mathematics line up with CS on the whole NaN designation? I might be conflating fields or… I dunno. I’m sure there’s a palpable issue here you guys can lead this ass to override whatevers going on in my head
Divisor, Dividend, Quotient. If your axiom is correct, then when I give you any two of these numbers, you should be able to give me the third. Yet when I give you an arbitrary quotient, and a divisor of 0, there is no dividend you can give me to complete the set.
I can thus give you an infinite number of exceptions to your axiom.
I guess if I were to spill over to the non-numerical and semantical or more linguistically axiomstic representation here,:
Your third axiom is faulty.
Divisor, Dividend, Quotient. If your axiom is correct, then when I give you any two of these numbers, you should be able to give me the third. Yet when I give you an arbitrary quotient, and a divisor of 0, there is no dividend you can give me to complete the set.
I can thus give you an infinite number of exceptions to your axiom.