Equilateral Triangle Coordinate Geometry Problem | Centroid & Midpoint Concept
Автор: MathswithVishal
Загружено: 2025-11-26
Просмотров: 1490
Описание:
In this video, we solve a tricky Coordinate Geometry problem based on an Equilateral Triangle (ABC). You’ll learn how to use the centroid formula, properties of equilateral triangles, and the line equation to find the midpoint of AC.
Perfect for Class 11–12, JEE Main/Advanced, and Olympiad preparation!
📝 Question Highlights:
• Triangle ABC is equilateral
• Side BC lies on the line: x+y−2=0x + y - 2 = 0x+y−2=0
• Centroid of △ABC\triangle ABC△ABC is (0,0)(0,0)(0,0)
• Points A, B, C are arranged anticlockwise
• Find midpoint of AC from given options
📚 Topics Covered:
• Centroid of triangle
• Rotation in coordinate geometry
• Distance and midpoint formula
🎯 Must-watch to boost your Geometry skills!
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