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Introduction to complex numbers and their properties.

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In principle, this process is very much the same when rationalizing a denominator that's a radical expression. Here's an example of when this might be useful: sec(15º) = 1/cos(15º) = 4 ÷ (√6 + √2) = 4(√6 - √2) ÷ (√6 + √2)(√6 - √2) = 4(√6 - √2) ÷ (6 - 2) = 4(√6 - √2)/4 = √6 - √2

Review the polar form of complex numbers, and use it to multiply, divide, and find powers of complex numbers.

Apr 11, 2017 · I have a question--sometimes the answer to the square root of an imaginary number will just be written in positive form with an i, but other times, it will be written like this (ex): 2 √ − 4. When do I know to write an answer in each form (ex).

imaginary numbers, (Intro to the imaginary numbers (video) | Khan Academy) should also be in IM2, since we had just learned them in class...

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