Algebra II Notes 5-1 Modeling Data With Quadratic Functions

5.4 Completing the Square

5.4 Completing the Square

Linear r = 0. What Does That Mean?

Linear r = 0. What Does That Mean?

Curves of the form y=(xp)(xq)

Curves of the form y=(xp)(xq)

Algebra 1

Algebra 1

Solve Quadratic Equations If there is just 1 variable, get it alone. You

Solve Quadratic Equations If there is just 1 variable, get it alone. You

Notes for Lesson 9-6: Solving Quadratic Functions by Factoring

Notes for Lesson 9-6: Solving Quadratic Functions by Factoring

Lesson 5.4--Completing the Square

Lesson 5.4--Completing the Square

Essential Questions Quadratics

Essential Questions Quadratics

Section 5.1 Modeling Data With Quadratic Functions

Section 5.1 Modeling Data With Quadratic Functions

by factoring The solutions of a quadratic equation are

by factoring The solutions of a quadratic equation are

carrillo-student sample

carrillo-student sample

Completing the square

Completing the square

WS 2-1 b

WS 2-1 b

Quadratic Functions and their Characteristics

Quadratic Functions and their Characteristics

2 25 2015 1 Using Transformations to Graph Quadratic Functions

2 25 2015 1 Using Transformations to Graph Quadratic Functions

Factoring Quadratics

Factoring Quadratics

Investigating Characteristics of Quadratic Functions

Investigating Characteristics of Quadratic Functions

Characteristics of Quadratic Functions Finding Zeros of Quadratic

Characteristics of Quadratic Functions Finding Zeros of Quadratic

5-3 Transforming Parabolas

5-3 Transforming Parabolas

Graphing Quadratic Functions in Standard Form

Graphing Quadratic Functions in Standard Form

9.3 Quadratic Inequalities in Two Variables

9.3 Quadratic Inequalities in Two Variables

5-2 Properties of Parabolas

5-2 Properties of Parabolas