Why This 3D Triangle Proof Confuses Most Students
Автор: YCD Math
Загружено: 2025-11-12
Просмотров: 11760
Описание:
This video presents a detailed mathematical proof involving a 3D triangle within plane M, focusing on the properties of isosceles triangles and perpendicular lines. The steps of the geometry proofs are demonstrated on a diagram, starting with the given information about triangle ZCV being isosceles with base ZV. We will be going through this two column proofs, writing it out and discussing the isosceles triangle theorem proof.
The problems in this playlist show how to think about quadrilaterals, like parallelograms, rhombuses, rectangles, squares, trapezoids, kites, parallel lines, diagonals, and how these make differing special polygons. Also shown, is how to create algebraic equations from them.
This problem is meant to supplement problems in the book, Geometry for Enjoyment and Challenge. It is here to help students see how to do Geometry problems by example.
The entire problem is shown up front, so students can see if it is what they need. If the beginning is all you need, please consider letting the entire video run in the background.
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