Does 0 count as an imaginary unit?
Does 0 count as an imaginary unit?
I mean 0i, so yeah
Trivial case
The neutral element can always be considered whatever it needs to be considered.
no zero is a jewish myth used to keep the white man down..
ever notice why (((they))) keep saying how muslims and poos invented zero?
consider suicide unironically
You replied to twelve-hour-old bait, without sageing, to say just that?
0 is an element of every set.
is 0 positive or negative? real or imaginary? whole number or fraction? perhaps it is all of them.
(if 0 being a fraction confuses you, consider that 0 can be written as 0/n for any n>0 or n
False.
>is 0 positive or negative
neither
> real or imaginary?
both
>whole number or fraction?
It's a whole number. Fractions are just a certain way of writing numbers, so 0 can be a fraction.
>(if 0 being a fraction confuses you, consider that 0 can be written as 0/n for any n>0 or n
well it can be considered imaginary if you want, but it can't be considered a unit.
It's an identity arrow.
> Does 0 count as an imaginary unit?
The complex number 0 is both imaginary and real at the same time.
The word "imaginary unit" is usually used exclusively to refer to the number i only. Correspondingly, the "real unit" is 1.
>is 0 positive or negative? real or imaginary? whole number or fraction? perhaps it is all of them.
It could be confusing to call 0 a "fraction", because people expect fractions to be of the form "p/q" where p and q are integers, and q is non-zero.
If you really want to get the word "fraction" in there, you can say: "0 is a rational number that is equal to the fraction 0/q where q is a non-zero integer".
(1,1)
unit? no
>p/q where p and q are integers and q is nonzero
I didn't know 0 wasn't an integer.
u on some dumb
Consider the set of numbers you can multiply by a real number to get 5.
Then consider necking yourself
0 isn't a unit in C or Im(C) = { ai | a in R }
suppose there exists q in either set s.t. 0q = 1.
too bad 0q = 0
Newfags don't know what sage or noko is when someone (can't remember his name, I think he played Ripley in Alien) removed e-mail field.
Were you trying to get at something?
No he's defining a rational number and q cannot be 0 otherwise you get a divide by 0 error. You can find that definition online.
Consider the set {2}