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Algebra 2: Resources and Extra Practice
Algebra 2 Resources
Module 1: Radical and Polynomial Operations
Module 1 Resources - Videos and more
1.01 Rational Exponents
1.02 Properties of Rational Exponents
1.03 Solving Radical Equations
1.04 Mid-Module Check
1.05 Discussion-Based Assessment
1.06 Complex Numbers
1.07 Operations of Complex Numbers
1.08 Polynomial Operations
1.09 Review and Practice Test
Module 2: Factoring and Quadratics
Module 2 Resources - Videos and more
2.01 GCF and Special Products
2.02 Factoring by Grouping
2.03 Sum and Difference of Cubes
2.04 Graphing Quadratics
2.05 Completing the Square
2.06 Solving Quadratic Equations
2.07 Solving Quadratic Equations w/ Complex Solutions
2.08 Investigating Quadratics
2.09 Review and Practice Test
2.10 Discussion Based Assessment
Module 3: Solving Polynomials
Module 3 Resources - Videos and more
3.01 Polynomial Long Division
3.02 Theorems of Algebra
3.03 Polynomial Transformations
3.04 Solving and Graphing Polynomials
3.05 Polynomial Identities and Proofs
3.06 Review and Practice Test
3.07 Discussion Based Assessment
Module 4: Rational Equations
Module 4 Resources - Videos and more
4.01 Simplifying Rational Equations
4.02 Discontinuities of Rational Expressions
4.03 Asymptotes of Rational Functions
4.04 Solving Rational Equations
4.05 Rational Equations Quiz
4.06 Honors Project
4.07 Collaboration Component
4.08 Segment One Exam Review
4.09 Discussion Based Assessment
Module 5: Exponential and Logarithmic Functions
Module 5 Resources - Videos and more
5.01 Exponential Functions
5.02 Logarithmic Functions
5.03 Mid-Module Check
5.04 Discussion-Based Assessment
5.05 Graphing Exponential Functions
5.06 Graphing Logarithmic Functions
5.07 Review and Practice Test
Module 6: Systems of Equations
Module 6 Resources - Videos and More
6.01 Solving Systems of Equations Algebraically
6.02 Graphing Systems of Linear Equations
6.03 Solving Systems of Nonlinear Equations
6.04 Graphing Systems of Nonlinear Equations
6.05 Review and Practice Test
6.06 Discussion Based Assessment
Module 7: Sequences and Series
Module 7 Resources - Videos and more
7.01 Arithmetic Sequences and Series
7.02 Geometric Sequences
7.03 Geometric Series
7.04 Sigma Notation
7.05 Graphing Sequences and Series
7.06 Review and Practice Test
7.07 Discussion-Based Assessment
Module 8: Statistics
Module 8 Resources - Videos and more
8.01 Events and Outcomes in a Sample Space
8.02 Independent Probability
8.03 Conditional Probability
8.04 Normal Distribution
8.05 Models of Populations
8.06 Using Surveys
8.07 Using Experiments
8.08 Review and Practice Test
8.09 Discussion Based Assessment
8.11 Honors Project
Module 9: Trigonometry
Module 9 Resources - Videos and more
9.01 Introduction to the Unit Circle
9.02 Unit Circle and the Coordinate Plane
9.03 Trigonometric Functions with Periodic Phenomena
9.04 Pythagoras, Trigonometry, and Quadrants
9.05 Functions of All Types
9.06 Trigonometry Quiz
9.07 Collaboration Component
9.08 Segment Two Exam Review
9.09 Discussion Based Assessment
Algebra 2: Resources and Extra Practice
8.01 Events and Outcomes in a Sample Space
Home
Essential Question:
How can you represent relationships between sets and subsets of a sample space?
Lesson 8.01 Video - If video does not load correctly,
Click Here
to watch.
Khan Academy Resources
Probability with counting outcomes
The probability of getting exactly 2 heads when flipping three coins. Thinking about this by visualy depicting all of the outcomes.
Die rolling probability
We're thinking about the probability of rolling doubles on a pair of dice. Let's create a grid of all possible outcomes.
Intersection and union of sets
Sal shows examples of intersection and union of sets and introduces some set notation.
Relative complement or difference between sets
Sal shows an example finding the relative complement or difference of two sets A and B.
Universal set and absolute complement
Sal moves onto more challenging set ideas and notation like the universal set and absolute complement.
Subset, strict subset, and superset
Sal explains the difference between a subset, a strict subset, and a superset. He also explains the notation behind these ideas.
Probability with Venn diagrams
Probability of compound events. The Addition Rule.
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