Quote:
Originally Posted by PhantomWolf
[b]edited to add: Essentially Real numbers are a subset of Imaginary Numbers, and so the set of Imaginary numbers must somehow be bigger, even though they are both infinite. A weird idea, but.......
|
IŽd say that both real and imaginary numbers are subsets of complex numbers. Indeed, a real number can be regarded as a complex number with an imaginary part equal to zero (
r + i0).