Mr. Sutton Presents... Algebra 2 Honors

A clear, concise, no-nonsense guide to Advanced Algebra with Trigonometry and Statistics.

What you'll learn

Create, change and graph general functions

Factoring algebraic expressions

Simplify expressions with complex numbers

Solve and graph quadratic equations

Simplify, solve and graph polynomials

Simplify, solve and graph rational expressions

Evaluate, solve, rearrange and graph trigonometric expressions

Work with statistics and probability

Requirements

Basic arithmetic, algebra and trigonometry (SOHCAHTOA)

Description

Mr. Sutton Presents… Algebra 2 HonorsLet's cut out the fluffy description and get right to the point.  You are looking for a convenient, self-paced way to learn some quality mathematics.  You want a teacher who speaks, writes and explains clearly and without rambling in his videos.  You want lots of practice problems with answers you can look up.  You want to pay as little as possible for all this!Here is what all of my courses offer:Clear, concise videos that get to the point quickly with just enough "back story" to provide context, just enough "application" to spice it up, and carefully chosen examples to model the process.PDF versions of each lesson if you get sick of my voice or want to look back without hunting through the video.  All lessons were recorded with PowerPoint slides, so you don't have to decipher my handwriting.A printable guided notes handout allowing you to fill-in-the-blanks while you watch each lesson.  Very helpful if you learn better by writing things down but want to avoid needless rewriting or a disorganized jumble!2-4 practice problem sets per lesson, including printable handouts AND both PDF and video solutions of every single practice problem – an extra 20-30 hours of video content!End-of-chapter practice quizzes (with handouts and PDF/video solutions) to review multiple concepts at once. Here is what this course covers:FunctionsDomain, Range and FunctionsOperations and Composition of FunctionsPiecewise FunctionsInverse FunctionsFunction Families, Even OddTransformationsFactoringGreatest Common FactorFactoring Trinomials (Basic)Factoring Trinomials (Advanced)Special Products and FactorsComplex NumbersIntro to Imaginary NumbersAdding and Multiplying Imaginary NumbersDivision of Imaginary NumbersQuadraticsSolving by FactoringSolving by Completing the SquareQuadratic FormulaQuadratic SystemsGraphing QuadraticsQuadratic InequalitiesSystems of InequalitiesMax and MinPolynomialsSolving Polynomials by FactoringSynthetic DivisionRational Roots TheoremGraphing Polynomials in Intercept FormGraphing Polynomials in Standard FormWriting PolynomialsBinomial ExpansionRational FunctionsSimplifying Rational ExpressionsMultiplying and Dividing Rational ExpressionsAdding and Subtracting Rational FunctionsFeatures of Rational FunctionsGraphing Rational FunctionsRational EquationsTrigonometryDegrees, Radians and Reference AnglesCosine and SineThe Other Trigonometric FunctionsSimple Trigonometric EquationsTrigonometric Quadratic EquationsPythagorean IdentitiesGraphing Sine and CosineMidline and Phase ShiftsStatistics and ProbabilityMean, Median and ModeBox and Whisker PlotsTheoretical ProbabilityIndependent and Dependent EventsProbability of Disjoint and Overlapping Events

Overview

Section 1: Introduction

Lecture 1 1.1 Domain, Range and Functions

Lecture 2 1.2 Operations and Composition of Functions

Lecture 3 1.3 Piecewise Functions

Lecture 4 1.4 Inverse Functions

Lecture 5 1.5 Function Families, Even Odd

Lecture 6 1.6 Transformations

Lecture 7 Practice Quizzes

Section 2: Factoring

Lecture 8 2.1 Greatest Common Factor

Lecture 9 Factoring Trinomials (Basic)

Lecture 10 2.3 Factoring Trinomials (Advanced)

Lecture 11 2.4 Special Products and Factors

Lecture 12 Practice Quiz

Section 3: Complex Numbers

Lecture 13 3.1 Intro to Imaginary Numbers

Lecture 14 3.2 Adding and Multiplying Imaginary Numbers

Lecture 15 3.3 Division of Imaginary Numbers

Lecture 16 Practice Quiz

Section 4: Quadratics

Lecture 17 4.1 Solving by Factoring

Lecture 18 4.2 Solving by Completing the Square

Lecture 19 4.3 Quadratic Formula

Lecture 20 4.4 Quadratic Systems

Lecture 21 4.5 Graphing Quadratics

Lecture 22 4.6 Quadratic Inequalities

Lecture 23 4.7 Systems of Inequalities

Lecture 24 4.8 Max and Min

Lecture 25 Practice Quizzes

Section 5: Polynomials

Lecture 26 5.1 Solving Polynomials by Factoring

Lecture 27 5.2 Synthetic Division

Lecture 28 5.3 Rational Roots Theorem

Lecture 29 5.4 Graphing Polynomials in Intercept Form

Lecture 30 5.5 Graphing Polynomials in Standard Form

Lecture 31 5.6 Writing Polynomials

Lecture 32 5.7 Binomial Expansion

Lecture 33 Practice Quizzes

Section 6: Rational Functions

Lecture 34 6.1 Simplifying Rational Expressions

Lecture 35 6.2 Multiplying and Dividing Rational Expressions

Lecture 36 6.3 Adding and Subtracting Rational Functions

Lecture 37 6.4 Features of Rational Functions

Lecture 38 6.5 Graphing Rational Functions

Lecture 39 6.6 Rational Equations

Lecture 40 Practice Quizzes

Section 7: Trigonometry

Lecture 41 7.1 Degrees, Radians and Reference Angles

Lecture 42 7.2 Cosine and Sine

Lecture 43 7.3 The Other Trigonometric Functions

Lecture 44 7.4 Simple Trigonometric Equations

Lecture 45 7.5 Trigonometric Quadratic Equations

Lecture 46 7.6 Pythagorean Identities

Lecture 47 7.7 Graphing Sine and Cosine

Lecture 48 7.8 Midline and Phase Shifts

Lecture 49 Practice Quizzes

Section 8: Statistics and Probability

Lecture 50 8.1 Mean, Median and Mode

Lecture 51 8.2 Box and Whisker Plots

Lecture 52 8.3 Theoretical Probability

Lecture 53 8.4 Independent and Dependent Events

Lecture 54 8.5 Probability of Disjoint and Overlapping Events

Lecture 55 Practice Quizzes

Intermediate Algebra 2 learners (high school)