Complex numbers build from the concepts of quadratic equations. We begin by looking at iota and its properties, look at complex numbers and their equality, modulus, argument and conjugate of complex numbers. The different forms of a complex number are of great interest with focus on the polar form. de Moivre's theorem which builds on to concepts such as roots of the complex number and cube root of unity are applied primarily to the polar form. We will be exploring these topics and the questions from them in this video.
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