Write the quotient in Standard Form

The video tutorial explains how to simplify a complex number expression by rationalizing the denominator. It begins with an introduction to complex numbers and the imaginary unit i, explaining its origin and properties. The tutorial then demonstrates the process of rationalizing the denominator by multiplying by i, ensuring equivalent fractions are maintained. Finally, it shows the simplification of the expression to a standard complex number form, highlighting the importance of understanding the imaginary unit and its role in complex number calculations.

What happens when you multiply 'i' by itself? Provide the mathematical expression.

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In the expression A + B*i, what do A and B represent in terms of complex numbers?

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