Are there irrational numbers that are not real numbers?

Answer:
An imaginary number i is defined as the square root of -1, so if you have something like the square root of -2, the answer would be i root 2, and that would be considered an irrational non-real number.

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Not quite. The fact that irrational coefficients can be used, in conjunction with i to create complex numbers (or parts of complex numbers) does not alter the fact that all irrational numbers are real numbers.
First answer by ID1144085126. Last edit by Mehtamatics. Contributor trust: 608 [recommend contributor recommended]. Question popularity: 3 [recommend question].