What is the difference between Complex numbers and Imaginary numbers?

Answer 1

:-

I think that they are one and the same thing.

Answer 2

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Answer 3

Imaginary numbers are a subset of complex numbers, z, namely, the subset for which Re(z) = 0; or in set notation {z| Re(z) = 0}. Much the same as the difference between negative integers and the integers, the former being a subset of the latter. So there is no essential difference between them.

Answer 4

imaginary numbers are purely imaginary, such as 2i, 5i, –100i, πi

complex numbers have both an imaginary component and real component.

for example 2 + 2i, –8 – 11i