Maths - Exercises in Complex Numbers with Historical Markers (Chapter 3) {PDF | ENG} | Jdrocks21

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Exercises in Complex Numbers with Historical Markers.pdf

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After studying this chapter you should

understand how quadratic equations lead to complex numbers and how to plot complex numbers on an Argand diagram;
be able to relate graphs of polynomials to complex numbers;
be able to do basic arithmetic operations on complex numbers of the form a + ib;
understand the polar from [r, theta] of a complex number and its algebra;
understand Euler's relation and the exponential form of a complex number;
be able to use Moivre's theorem;
be able to interpret relationships of complex numbers as loci in the complex plane.

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Maths - Exercises in Complex Numbers with Historical Markers (Chapter 3) {PDF | ENG} | *Jdrocks21*