Express the complex number form of (0,1).

The complex number form of the point \((0, 1)\) is simply \(0 + 1i\), or more commonly written as \(i\).

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Here are 5 questions you might want to ask:
1. What are the basic operations with complex numbers?
2. How do you convert a complex number from rectangular to polar form?
3. What is the modulus of a complex number?
4. How do you add and subtract complex numbers?
5. What is the significance of the imaginary unit \(i\)?

**Tip:** When working with complex numbers, remember that \(i^2 = -1\). This is a fundamental property that helps in various calculations and simplifications.

Explore the complex number representation of (0, 1) in mathematics, specifically focusing on the imaginary unit i. This problem introduces basic operations with complex numbers and the significance of the imaginary unit. Ideal for high school students and those interested in foundational concepts of complex numbers.

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