### By: Bryan Gobin

Chapter 4

- What is a Quadratic Relation?

- What is a Parabola?

- y=x2 Relation

-y=a(x-h)2+K Relation

-y=a(x-r)(x-s) Relation

Pictures

Chapter 5

- Multiply Polynomials

- Special Products

- Common Factors

- Factoring Simple Trinomials

- Factoring Complex Trinomials

- Factor a Perfect Square Trinomial and a Difference of Squares

Chapter 6

- Maxima and Minima

- Solving Word Problems Using Quadratic Equations

Review

The End

## What is a Quadratic Relation?

Investing Non-Linear Relations

## What is a Parabola?

Introducing Parabolas
Negative And Positive Parabolas
How to find a Parabola with a Given Vertex

## y=x2 Relation

The y=x2 Relation is the basic formula for a Quadratic Relation
y=x2 Parabola
Parts of a Parabola for y=x2

## Transformations of Parabolas

Horizontal Translations, Vertical Translations and Stretch are all different types of a Parabola's Transformations. The y=a(x-h)2+k is a formula affects all of these types of Parabolas. The a affects the the Vertical Stretch, the h affects the Horizontal Translation and the k affects the Vertical Translation.
Translations of Parabolas
Negative Parabolas and Zeros

## y=a(x-h)2+K Relation

The Parts of a Parabola and y=a(x-h)2=k Form
How to solve for "a" in y=a(x-h)2=k Form

## Multiply Polynomials

5.1 Multiply Polynomials Video One
5.1 Multiply Polynomials Video Two

## Special Products

5.2 Special Products Video One
5.2 Special Products Video Two

## Common Factors

5.3 Common Factors Video

## Factoring Simple Trinomials

5.4 Factoring Simple Trinomials

## Factoring Complex Trinomials

5.5 Factoring Complex Trinomials Video One
5.5 Factoring Complex Trinomials Video Two

## Factor a Perfect Square Trinomial and a Difference of Squares

5.6 Factor a Perfect Square Trinomial and a Difference of Squares

## Maxima and Minima

6.1 Maxima and Minima

## Graph Quadratics Using the X-Intercepts

6.3 Graph Quadratics Using the X-Intercepts

## Solving Word Problems Using Quadratic Equations

6.5 Solving Word Problems Using Quadratic Equations