Algebra 68 - Converting Between General and Vertex Form
By Why UFrom boclips.com
461.0K views
38.4K likes
A quadratic function can be written in general form or in vertex form. But given a quadratic function in one of these forms, how can we convert to the other form? This lecture shows how conversion formulas between these two forms can be derived using only basic algebra.
Tags
Explainer
Calculus
Mathematics
Algebra
Advanced Secondary
Comments
Leave a Comment
Comments are loading... If you don't see any, be the first to comment!
Related Videos
Algebra 66 - General and Vertex Forms of Quadratic Functions
Why U
Identifying Maximums and Minimums with Vertex Form
LearnZillion Math
Finding Zeros of Quadratic Functions: The Power of Factored Form
LearnZillion Math
Writing and Graphing Quadratic Equations from Tables
LearnZillion Math
Algebra 67 - Deriving the Vertex Form of a Quadratic Function
Why U
Finding the Maximum or Minimum Value of a Quadratic Function by Completing the Square
LearnZillion Math
Factoring Quadratic Functions to Reveal Zeros
LearnZillion Math
Factoring Perfect Square Trinomials to Find Zeros of Quadratic Functions
LearnZillion Math
Algebra 64 - Quadratic Functions and Polynomials
Why U
Writing Quadratic Equations from Patterns in Tables
LearnZillion Math
