Outline
Quadratics
Table of Contents
Algebraic Concepts
- Expanding General Binomials
- Expanding Differences of Squares
- Expanding Perfect Square Binomials
- Expanding Perfect Square Binomials (Fractions)
- Expanding (1x+a)(1x+b)
- Factoring Out The Greatest Common Factor
- Factoring Differences of Squares
- Factoring Perfect Square Trinomials
- Factoring Trinomials (A=1)
- Factoring Trinomials (A≠1)
- Simplifying Radicals
- Completing the Square
- Vertex Form Conversion
- Quadratic Formula
- Simplifying after the Quadratic Formula
- Roots of a Quadratic Function Using the Discriminant
- Optimization
- Evaluating Quadratic Functions
- Expanding Binomials using a Multiplication Frame
- Expanding using Algebra Tiles
Graphical Concepts
- Vertex Form Grapher
- Secret of the a-value
- Graphing Quadratics Practice (Vertex, Root, Standard) V1
- Quadratic Graphing (Vertex, Factored, Standard) V2
- Finding the Vertex Algebraically
- Standard to Vertex Form Conversion
- The Discriminant and its Affects on Roots
- Vertical Motion
- Transformations of Points
- Transformations as Points V2
- Transformation of Functions as Points
- Transformation of Functions a•f(b(x-c))+d
- Tangential Functions
- Finding Maximum Distance
- Quadratic Inequalities
- f(x)<g(x)
- Transformations