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FINDING THE ROOTS OF A COMPLEX NUMBER In this video, we take a clear and structured approach to finding the roots of a complex number using polar form and and application of the De Moivre’s Theorem. You’ll learn how to compute all the n-th roots of a complex number, understand why multiple roots exist, and see how they are distributed geometrically in the complex plane. This lesson is designed to strengthen your intuition, clarify common confusions, and boost your confidence in complex analysis and related courses. 🔑 KEY TOPICS & TIMESTAMPS: 1:05 – Roots of a Complex Number: The General Formula 3:10 – Example Question for finding the roots of a complex number 6:02 – Writing all the Roots of a Complex Number: Step-by-Step Process 11:25 – Geometric Interpretation of Roots in the Complex Plane and Unit Circle If this lesson helped you build confidence, hit the like button and share it with a classmate! 🚀 SUBSCRIBE FOR MORE MATHEMATICS MADE SIMPLE: Don’t miss a single lesson! We post new, in-depth tutorials EVERY DAY, every week, to help you ace your exams and truly understand advanced mathematics. ➡️ SUBSCRIBE HERE: / @isolvemaths 🔗 RELATED VIDEOS & PLAYLISTS: • COMPLEX ANALYSIS #complexnumbers #demoivrestheorem #complexanalysis #universitymath #puremaths #appliedmathematics #mathematicsmadesimple #mathtutorial #collegemath