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ALGEBRA 2 VIDEO TUTORIALS
NOTE: These videos are from textbooks previously used at Northgate. Videos from the current publisher are embedded in the
online textbook
.
Ch.1 - Foundations for Functions
1-1 Sets of Numbers
1-2 Properties of Real Numbers
1-3 Square Roots
1-4 Simplifying Algebraic Expressions
1-5 Properties of Exponents
1-6 Relations and Functions
1-7 Function Notation
1-8 Exploring Transformations
1-9 Introduction to Parent Functions
Ch.2 - Linear Functions
2-1 Solving Linear Proportions and Inequalities
2-2 Proportional Reasoning
2-3 Graphing Linear Functions
2-4 Writing Linear Functions
2-5 Linear Inequalities in Two Variables
2-6 Transforming Linear Functions
2-7 Curve Fitting with Linear Models
2-8 Solving Absolute Value Equations and Inequalities
2-9 Absolute Value Functions
Ch.3 - Linear Systems
3-1 Using Graphs and Tables to Solve Linear Systems
3-2 Using Algebraic Methods to Solve Linear Systems
3-3 Solving Systems of Linear Inequalities
3-4 Linear Programming
3-5 Linear Equations in Three Dimensions
3-6 Solving Linear Systems in Three Variables
Ch.4 - Matrices
4-1 Matrices and Data
4-2 Multiplying Matrices
4-3 Using Matrices to Transform Geometric Figures
4-4 Determinants and Cramer's Rule
4-5 Matrix Inverses and Solving Systems
4-6 Row Operations and Augmented Matrices
Ch.5 - Quadratic Functions
5-1 Using Transformations to Graph Quadratic Functions
5-2 Properties of Quadratic Functions in Standard Form
5-3 Solving Quadratic Equations by Graphing and Factoring
5-4 Completing the Square
5-5 Complex Numbers and Roots
5-6 The Quadratic Formula
5-7 Solving Quadratic Inequalities
5-8 Curve Fitting with Quadratic Models
5-9 Operations with Complex Numbers
Ch.6 - Polynomial Functions
6-1 Polynomials
6-2 Multiplying Polynomials
6-3 Dividing Polynomials
6-4 Factoring Polynomials
6-5 Finding Real Roots of Polynomial Equations
6-6 Fundamental Theorem of Algebra
6-7 Investigating Graphs of Polynomial Functions
6-8 Transforming Polynomial Functions
6-9 Curve Fitting with Polynomial Models
Ch.7 - Exponential and Logarithmic Functions
7-1 Exponential Functions, Growth and Decay
7-2 Inverses of Relations and Functions
7-3 Logarithmic Functions
7-4 Properties of Logarithms
7-5 Exponential and Logarithmic Equations and Inequalities
7-6 The Natural Base, e
7-7 Transforming Exponential and Logarithmic Functions
7-8 Curve Fitting with Exponential and Logarithmic Models
Ch.8 - Rational and Radical Functions
8-1 Variation Functions
Holt
Pearson #1: Direct Variation to Describe a Situation
Pearson #2: Direct Variation with Proportions
Pearson #3: Using a proportion to solve Direct Variation
Pearson #4: Writing an Inverse Variation Equation
Pearson #5: Solving Inverse Variations
Pearson #6: Determining Direct or Inverse Variation
Pearson #7: Real-World Situations - Direct or Inverse?
Pearson #8: Using Inverse Variations
Pearson #9: Joint and Other Variations
8-2 Multiplying and Dividing Rational Expressions
Holt
Pearson #1: Simplifying
Pearson #2: Multiplying
Pearson #3: Dividing
8-3 Adding and Subtracting Rational Expressions
Holt
Pearson #1: Adding
Pearson #2: Subtracting
8-4 Rational Functions
Holt
Pearson #1: Graphing
8-5 Solving Rational Equations and Inequalities
Holt
Pearson #1: Using Rational Equations
Pearson #2: Solving Rational Equations
Pearson #3: Solving Rational Equations by Factoring
8-6 Radical Expressions and Rational Exponents
Holt
Pearson #1: Simplifying Radical Expressions
Pearson #2: Simplifying Radical Expressions with Cube Roots
Pearson #3: Multiplying Radical Expressions with Cube Roots
Pearson #4: Dividing Radicals with Cube Roots
Pearson #5: Rationalizing Denominators with Cube Roots
Pearson #6: Adding and Subtracting Radical Expressions
Pearson #7: Simplifying before Adding and Subtracting Radical Expressions
Pearson #8: Multiplying Binomial Radical Expressions
Pearson #9: Multiplying Conjugates
Pearson #10: Dividing Binomial Radical Expressions
Pearson #11: Simplifying Expressions with Rational Exponents
Pearson #12: Converting to and from Radical Form
Pearson #13: Simplifying Numbers with Rational Exponents
Pearson #14: Writing Expressions with Rational Exponents in Simplest Form
8-7 Radical Functions
Holt
Pearson #1: Vertical Translation
Pearson #2: Horizontal Translation
Pearson #3: Square Root Functions
Pearson #4: Cube Root Functions
8-8 Solving Radical Equations and Inequalities
Holt
Pearson #1: Isolating the Radical
Pearson #2: Rational Exponents
Pearson #3: Using Radical Equations
Pearson #4: Checking for Extraneous Solutions
Pearson #5: Two Rational Exponents
Ch.9 - Properties and Attributes of Functions
9-1 Multiple Representations of Functions
9-2 Piecewise Functions
9-3 Transforming Functions
9-4 Operations with Functions
9-5 Functions and Their Inverses
9-6 Modeling Real-World Data
Ch.10 - Conic Sections
10-1 Introduction to Conics Sections
Holt
Pearson #1: Graphing a circle using a table
Pearson #2: Graphing an ellipse using a table
Pearson #3: Graphing a hyperbola using a table
10-2 Circles
Holt
Pearson #1: Writing the equation of a circle
Pearson #2: Writing the equation of the translation of a circle
Pearson #3: Circles to model real-world situations
Pearson #4: Using the center and radius of a circle
10-3 Ellipses
Holt
Pearson #1: Writing equations given vertex, co-vertex, and center
Pearson #2: Writing equations given center and length of axes
Pearson #3: Finding the Foci
Pearson #4: Writing equations of a translated ellipse
10-4 Hyperbolas
Holt
Pearson #1: Graphing
Pearson #2: Finding the foci
Pearson #3: Using the foci
Pearson #4: Writing the equations of a translated hyperbola
10-5 Parabolas
Holt
Pearson #1: Writing the equation
Pearson #2: Finding the equation
Pearson #3: Graphing
10-6 Identifying Conic Sections
Holt
Pearson #1: Identifying a translated conic section
10-7 Solving Nonlinear Systems
Holt
Ch.11 - Probability and Statistics
11-1 Permutations and Combinations
Holt
Pearson #1: Using The Counting Principal
Pearson #2: Counting Using Permutations
Pearson #3: Finding Combinations Using Lists
Pearson #4: Using Combination Notation
11-2 Theoretical and Experimental Probability
Holt
Pearson #1: Theoretical Probability
Pearson #2: Finding Experimental Probability
Pearson #3: Finding the Probability of a Complement of an Event
11-3 Independent and Dependent Events
Holt
Pearson #1: Conditional Probability using Formulas
Pearson #2: Conditional Probability using Tree Diagrams
11-4 Compound Events
Holt
Pearson #1: Finding The Probability of Mutually Exclusive Events
11-5 Measures of Central Tendency and Variation
Holt
Pearson #1: Finding Mean, Median, and Mode
Pearson #2: Finding Standard Deviation
Pearson #3: Using Standard Deviation
11-6 Binomial Distributions
Holt
Pearson #1: Finding Binomial Probabilities Using a Tree Diagram
Pearson #2: Finding Binomial Probabilities
Pearson #4: Using a Binomial Distribution
Ch.12 - Sequences and Series
12-1 Introductions to Sequences
Holt
Pearson #1: Recursive Formulas
Pearson #2: Explicit Formulas
12-2 Series and Summation Notation
Holt
12-3 Arithmetic Sequences and Series
Holt
Pearson #1: Finding the nth term
Pearson #2: Using Arithmetic Mean to find a missing term
Pearson #3: Finding the Sum of an Arithmetic Series
12-4 Geometric Sequences and Series
Holt
Pearson #1: Finding the nth Term
Pearson #2: Using Geometric Mean to find a missing term
Pearson #3: Finding the Sum of a Geometric Series
Pearson #4: Sum of a Geometric Series Application
12-5 Mathematical Induction and Infinite Geometric Series
Holt
Pearson #1: Evaluating an Infinite Geometric Series
Pearson #2: Finding the Area under a curve
Pearson #3: Finding the Area under a curve with Summation Notation
Ch.13 - Trigonometric Series
13-1 Right-Angle Trigonometry
13-2 Angles of Rotation
13-3 The Unit Circle
13-4 Inverses of Trigonometric Functions
13-5 The Law of Sines
13-6 The Law of Cosines
Ch.14 - Trigonometric Graphs and Identities
14-1 Graphs of Sine and Cosine
14-2 Graphs of Other Trigonometric Functions
14-3 Fundamental Trigonometric Identities
14-4 Sum and Difference Identities
14-5 Double-Angle and Half-Angle Identities
14-6 Solving Trigonometric Equations
MORE VIDEO TUTORIALS:
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