Translations

Dilations

Reflections

Combination of Transformations - Start with Parent Function

Combination of Transformations - Start with Given Function

Get an Equation from Two Points

Straight to Slope-Intercept Form

Getting to Standard Form

Graphing Lines

Writing Equations from Graphs

Scatter Plots by Hand

Systems of 2 Equations - Graphing

Systems of 2 Equations - Substitution

Systems of 2 Equations - Elimination

Systems of 3 Equations - Elimination

Systems of 3 Equations - Substitution

Systems of 3 Equations - No Solution

Systems of 3 Equations - Infinite Solutions

2.1 - Transformations of Quadratic Functions

2.2 - Vertex Form Equations

2.2 - Intercept Form Equations

2.2 - Standard Form Equations

2.3 - Finding the Focus - Horizontal

2.3 - Finding the Focus - Vertical

2.4 - Equation Given X-Intercepts and a Point

2.4 - Equation Given Vertex and a Point

2.4 - Equation Given 3 Points

2.4 - Quadratic Regression

3.1 - Solving Quadratics with Graphing

3.1 - Solving Quadratics with Square Roots

3.1 - Solving Quadratics with Factoring

3.2 - What is a Complex Number?

3.2 - Adding and Subtracting Complex Numbers

3.2 - Multiplying Complex Numbers

3.2 - Equality of Complex Numbers

3.2 - Complex Numbers as Solutions

3.2 - Complex Numbers as Zeros

3.3 - Complete the Square

3.3 - Complete the Square with a not 1

3.4 - Quadratic Formula

3.4 - Discriminant

3.4 - Division of Imaginary Numbers

3.4 - Real World Situations

3.5 - Nonlinear Systems by Substitution

3.5 - Nonlinear Systems by Elimination

3.5 - Nonlinear Systems by Graphing

3.5 - Nonlinear Systems: Circle and Line

3a.1 - What are conics?

3a.2 - Graphing Circles

3a.2 - Circle Equations

3a.3 - Graphing Ellipses

3a.3 - Ellipse Equations

3a.3 - Features of Ellipses

3a.4 - Graphing Hyperbolas

3a.4 - Hyperbola Equations

3a.4 - Features of Hyperbolas

3a.6 - Finding Equations of Ellipses (vertex and covertex

3a.6 - Finding the Equation of an Ellipse (foci and covertex)

3a.6 - Finding the Equation of a Circle (center and cardinal point)

3a.6 - Finding the Equation of a Circle (center and random point)

3a.6 - Finding the Equation of a Circle (endpoints of diameter)

3a.6 - Finding the Equation of a Hyperbola (vertices and covertices)

3a.6 - Finding the Equation of a Hyperbola (foci and vertex/co-vertex)

3a.6 - Finding the Equation of a Parabola (vertex and point)

3a.6 - Finding the Equation of a Parabola (vertex and focus)

3a.6 - Finding the Equation of Parabolas (vertex and directrix)

11/23 Homework Help

4.1 - Polynomial Graph Vocabulary

4.1 - Substitution in Polynomials

4.1 - Graphing Using Substitution

4.1 - Polynomial Equation Vocabulary

4.1 - End Behavior

4.2 - Pascal's Triangle

4.2 - Using Pascal's Triangle

4.2 - Vertical Multiplication of Polynomials

4.3 - Polynomial Long Division

4.3 - Polynomial Synthetic Division

4.3 - Remainder Theorem

4.4 - Factoring by Grouping

4.4 - Sum or Difference of Cubes

4.4 - Quadratic Form Factoring

4.5 - Rational Zero Theorem

4.6 - Writing Equations Given Zeros

4.7 - Transformations of Polynomial Functions

4.9 - Even or Odd Functions

5.1 - nth Roots and Rational Exponents

5.1 - What is Simplified?

5.1 - Simplifying Radicals

5.1 - Simplifying Radicals in the Denominator

5.1 - Adding Like Radicals

5.2 - Rationalizing the Denominator

5.2 - Simplifying Radicals with Variables

5.3 - Graphing Square Root/Even Roots

5.3 - Graphing Cube Root/Odd Roots

5.4 - Solving Basic Radical Equations

5.4 - Solving Radical Equations with Two Radicals

5.4 - Solving Radical Equations with x on Both Sides

5.4 - Solving Radical Equations with Two Radicals and Two xs

5.4 - Extraneous Solutions

5.5 - Performing Function Operations, Addition/Subtraction

5.5 - Performing Function Operations, Multiplication/Division

5.5 - Performing Function Operations, Composition

5.5 - Solving Functions with Rational Exponents

5.6 - What is an Inverse?

5.6 - Solving Inequalities with Square Roots

5.6 - Solving Inequalities with Non-Square Roots

5.6 - Finding the Inverse of a Function

5.6 - Proving Inverses of Functions

5.6 - Inverses of Graphs and Tables

6.1 - Exponential Growth and Decay Functions

6.1 - Graphing Exponential Functions

6.2 - The Natural Base, e

6.3 - Graphing Logarithmic Functions

6.4 - Transformations of Exponential and Logarithmic Functions

6.5 - Properties of Logarithms

6.5 - Contracting and Expanding Expressions

6.5 - Change of Base Formula

6.6 - Exponential Equations, Same Base

6.6 - Logarithmic Equations, Same Base

6.6 - What if there are two logs?

6.7 - Finding Equations Given Points

6.7 - Types of Regression

7.2 - Graphing Rational Functions

7.2 - Graphing Rational Functions with x in the Numerator

7.2 - Changing Forms of Rational Equations

7.3 - Simplifying Fractions with Expressions

7.3 - Multiplying Fractions with One Term

7.3 - Multiplying Fractions with Expressions

7.4 - LCM

7.4 - Adding Fractions with Expressions

8.1 - Defining and Using Sequences and Series

8.2 - Analyzing Arithmetic Sequences and Series

8.3 - Analyzing Geometric Sequences and Series

8.4 - Finding Sums of Infinite Geometric Series

8.5 - Using Recursive Rules with Sequences

BONUS: Fibonacci and the Golden Ratio

9.1 - What are Trig Functions?

9.1 - How to Find Trig Function Values

9.1 - Solving a Triangle

9.1 - Triangles You Need To Know

9.1 - Angle of Elevation or Depression

9.2 - Coterminal Angles

9.2 - Radians and Degrees

9.2 - Sectors, Sector Area, and Arc Length

9.3 - Unit Circle

9.3 - Reference Angles

9.4 - Amplitude and Period Length

9.4 - The 8 Steps to Graph

9.4 - Sample Graph

10.1 - Sample Spaces and Probability

10.2 - Independent and Dependent Events

10.3 - Two-Way Tables and Probability

10.4 - Probability of Disjoint and Overlapping Events

10.5 - Permutations and Combinations

10.6 - Binomial Distributions

11.1 - Using Normal Distributions

11.2 - Populations, Samples, and Hypotheses

11.3 - Collecting Data

11.4 - Experimental Design

11.5 - Making Inferences from Sample Surveys

11.6 - Making Inferences from Experiments