Simplifying two rational expressions with complex conjugates as denominators

The video tutorial explains how to subtract two rational expressions with complex numbers as denominators. It covers finding a common denominator using conjugates, multiplying conjugates, substituting values, and simplifying expressions. The tutorial also demonstrates combining fractions and subtracting complex numbers, concluding with an explanation of expressing results in standard form.

How do you apply the distributive property when simplifying expressions with complex numbers?

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What happens to the middle terms when you multiply conjugates?

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Why is it important to express the final answer in standard form when dealing with complex numbers?

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