2.1 - Identifying Functions
2.2 - Finding Maxima and Minima
2.3 - Increasing and Decreasing Functions
2.4 - End Behavior
2.A Review
2.A Reassessment Materials
2.5 - Parametric Equations
2.B Review
2.B Reassessment Practice
2.6 - The Sine, Cosine, and Tangent Functions
2.C Review
2.C Reassessment Practice
2.7 - Analyzing Exponential Functions
2.9 - Analyzing Logarithmic Functions
2.D Review
2.D Additional Practice
3.1 - Arithmetic Operations on Functions
3.2 - Composition and Inverses of Functions
3.3 - The Logic of Equation Solving
3.4 - Intermediate Value Theorem
3.6 - Solving Equations by Chunking or Factoring
3.8 - Graphs, Transformations, and Solutions
3.A Review
3.A Additional Practice
3.5 - The Logic of Inequality Solving
3.7 - Solving Inequalities by Factoring
3.9 - Absolute Value Equations and Inequalities
3.B Review
3.B Additional Practice
Helpful Resources
4.1 - Factors of Integers and Polynomials
4.3 - Polynomial Division
4.2 - The Quotient-Remainder Theorem
4.4 - Zeros of Polynomials Functions
4.A Review
4.A Additional Practice
5.1 - Rational Numbers
5.2 - Rational Expressions
5.A Review
5.A Additional Practice
5.3 - Reciprocals of Power Functions
5.4 - Rational Functions
5.5 - End Behavior of Rational Functions
5.B Review
5.B Additional Practice
5.8 - Rational Equations
5.8 Notes Day 1 (Key) (Video)
5.8 Notes Day 2 (Key) (Video)
5.C Review
5.C Additional Practice
6.7 - Inverses of Trigonometric Functions
6.1 - Identities
6.2 - Proving Identities
6.8 - Solving Trigonometric Equations
6.A Review
6.A Additional Practice
9.1 - Difference Quotients and Rates of Change
9.A Review
9.A Additional Practice
9.2 - Derivative at a Point
9.3 - The Derivative Function
9.4 - Acceleration and Deceleration
9.B Review
9.B Additional Practice
9.5 - Using Derivatives to Analyze Graphs
9.C Review
9.C Additional Practice
13.1 - From Discrete to Continuous
13.2 - Riemann Sums
13.3 The Definite Integral
13.A Review
13.A Additional Practice
13.4 - Properties of Integrals
13.B Review
13.B Additional Practice
13.5 - The Area Under a Parabola
13.6 - Volume of Solids of Revolution
13.7 - The Fundamental Theorem of Calculus
13.C Review
13.C Additional Practice