Deriving the Equation Y = MX + B Using Similar Triangles
By LearnZillion MathFrom boclips.com
410.4K views
21.3K likes
In this video, the teacher explains the concept of the equation Y equals MX plus B using similar triangles. They demonstrate how the ratio of rise to run, known as the slope, remains constant for any line. By deriving the equation using similar triangles, the teacher shows how any point on the line can be represented using this equation. This lesson provides a clear understanding of the equation and its significance in describing lines.
Tags
Explainer
Mathematics
Geometry
Upper Primary
Lower Primary
Comments
Leave a Comment
Comments are loading... If you don't see any, be the first to comment!
Related Videos
Deriving the Equation Y = MX Using Similar Triangles
LearnZillion Math
Proving Similarity of Triangles Using Double Angle Overlapping
LearnZillion Math
Proving Triangle Similarity Algebraically
LearnZillion Math
Determining Similar Triangles through Similarity Transformations
LearnZillion Math
Finding Coordinates of Points on a Straight Line Using Similar Triangles
LearnZillion Math
Graphing Lines in Slope-Intercept Form
LearnZillion Math
Understanding Dilations and Similar Triangles
LearnZillion Math
Finding the Height of a Building using Similar Triangles
LearnZillion Math
Determining Triangle Similarity Using Dilation and Translation
LearnZillion Math
Calculating Actual Lengths from Scale Drawings Using Ratios and Proportions
LearnZillion Math