The real part of the complex number \(-8i\) is **0**, because there is no real component in this purely imaginary number.

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Here are 5 related questions:
1. What is the imaginary part of \(-8i\)?
2. How do you add two complex numbers?
3. How do you find the modulus of a complex number like \(-8i\)?
4. What is the argument of the complex number \(-8i\)?
5. How do you multiply complex numbers?

**Tip:** The real part of a complex number is the coefficient of the real component, while the imaginary part is the coefficient of \(i\).

Explore how to find the real part of the complex number -8i. This example covers fundamental concepts of complex numbers, focusing on real and imaginary parts. Suitable for students in Grades 8-10.

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