Complex Numbers Trick: Locus of Z is a Circle? Class 12 JEE скачать в хорошем качестве

Complex Numbers Trick: Locus of Z is a Circle? Class 12 JEE

Welcome back to Aspire IQ! In this video, we ditch the messy algebra and use pure geometry to answer a fundamental question in Complex Numbers: JEE Main 2026 Concept Why does the condition |z-A|/|z-B| = k represents a Circle? Most students memorize that this ratio creates a "Circle of Apollonius," but they never see why. Today, we visualize the proof using the Angle Bisector Theorem. You will see how the internal and external bisectors of a triangle always meet at a perfect $90^\circ$ angle, creating the diameter of our circle.🚀 In this video, you will learn:How to interpret the ratio condition geometrically.The role of Internal and External Angle Bisectors.The "Hidden" 90-Degree Rule that defines the locus.A complete visual proof using Manim animations.📌 Timestamps: 0:00 - Introduction: The Ratio Problem 0:11 - Step 1: The Internal Bisector 0:19 - Step 2: The External Bisector 0:37 - The 90° Magic (Visual Proof) 1:00 - Why it must be a Circle #jeemain2026 #jee2020 #jeemain #cbseclass12