Algebra 2 - Subtracting two complex numbers in parenthesis (28-4i) - (10-30i)

The video tutorial covers converting to axes, properties of variables and imaginary numbers, distributing negative signs, and combining like terms in equations. It emphasizes the importance of distributing negative signs and demonstrates how to combine like terms to simplify equations, concluding with a final calculation.

What is the significance of converting to the axes when working with complex numbers?

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Explain the process of distributing a negative sign in subtraction of complex numbers.

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How do you combine like terms when adding or subtracting complex numbers?

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What is the result of combining the terms 28, -10, -4I, and +30I?

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What are the rules for combining real numbers with imaginary numbers?

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