Solving Octic Equation | Algebra | Complex Numbers

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Solving Octic Equation | Algebra | Complex Numbers

In this video, we will explore the fascinating world of Octic equations and learn how to solve them using complex numbers and how to solve algebraically. Octic equations can be challenging to solve, but with the help of Euler's identity, De-Moivre's theorem and polar form, we can simplify the process and make it more manageable. We will guide you through each step of the process, breaking down complex concepts into easy-to-understand terms. By the end of this video, you will have a solid understanding of how to solve Octic equations with polar form and be equipped with the tools to tackle even the most challenging problems. Whether you're a student looking to ace your math exams or a math enthusiast looking to expand your knowledge, this video is for you. So, join us on this exciting journey and unlock the secrets of Octic equations with polar form!

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10 Key moments of this video:
0:00 Introduction
0:47 Number of real and imaginary roots
3:13 Euler's identity and De-Movire's theorem
5:22 Polar form
8:53 Finding solutions
10:57 Solving by Algebraically
11:22 Difference of squares
14:25 Algebraic manipulations
15:45 Quadratic formula
17:53 8 Solutions of Octic equation

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