Khan
Below you will find Khan Academy practice sets linked to sections in the book. All of them are highly encouraged as practice when reviewing for tests and quizzes.
Chapter 1: Precalculus
Algebra practice: Adding and subtracting rational expressions
Algebra practice: Nested fractions
Algebra practice: Interpreting equations graphically
Appendix D: Converting between angles and degrees
Appendix D: Special trig values (do NOT use a calculator)
Appendix D: Using the Pythagorean Identity
1.2: Point-slope equation of a line
1.2: Equation of a line from a graph
1.2: Modeling real-world problems with linear functions
1.3: Evaluating composite functions from formulas
1.3: Evaluating composite functions from formulas pt. 2
1.3: Evaluating composite functions from graphs and tables
1.3: Transforming functions pt. 1
1.3: Transforming functions pt. 2
1.3: Modeling with composite functions
1.6: Understanding Inverse functions
1.6: Finding inverse functions using algebra
1.6: Connecting exponential and logarithms
1.6: Evaluating logarithms pt. 1
1.6: Evaluating logarithms pt. 2
1.6: Solving exponential and logarithm equations
Chapter 2: Limits and Derivatives
2.2: Limits from a table of values
2.2: Limits from a graph pt. 1
2.2: Limits from a graph pt. 2
2.3: Limits of combinations of functions pt. 1
2.3: Limits of combinations of functions pt. 2
2.3: Limits by factoring
2.5: Continuity from a formula
2.5: (AP/Std Honors only) Intermediate Value Theorem
2.5: Limits from equations challenge
2.6: Infinite limits from graphs
2.6: Infinite limits from equations
2.6: Horizontal asymptotes of rational functions
2.6: (AP/Std Honors only) Horizontal asymptotes of radical functions
2.6: (AP/Std Honors only) Horizontal asymptotes of trig functions
2.7: Derivatives from a graph pt. 1
2.7: Derivatives and tangent lines pt. 1
2.7: Definition of derivative in terms of limits
2.8: Derivatives and the direction of a function
2.8: Recognizing the graph of the derivative
2.8: Where is a function differentiable?
2.8: Derivatives basics challenge
Chapter 3: Differentiation Rules
3.1: Basic differentiation rules
3.1: Derivatives of polynomials
3.1: Derivatives of polynomials pt. 2
3.1: Power rule challenge
3.2: Product rule
3.2: Quotient rule
3.4: Chain rule
3.4: Chain rule pt. 2
3.4: Trig functions differentiation
3.4: Derivative rules challenge
3.10: Basic differentials problems
Chapter 4: Applications of Differentiation
4.1: Find critical points
4.1: Absolute maxima on a whole domain
4.2: Conditions for Mean Value Theorem from a graph
4.2: Conditions for Mean Value Theorem from a table
4.3: Analyzing graphs using first derivative
4.3: Find increasing/decreasing intervals
4.3: Find relative maxima and minima
4.3: Find relative maxima and minima using second derivative test
4.3: Concavity
4.3: Justification using 2nd derivative
4.3: Points of Inflection from Graphs
4.3: Connect f,f',f'' graphically
4.7: Optimization
4.9: Antiderivatives
4.9: Motion along a line
Chapter 5: Integration
5.1: Left and right Riemann sums
5.1: Left and right Riemann sums part 2
5.2: Summation notation
5.2: Summation notation part 2
5.2: Riemann sums in summation notation
5.2: Definite integrals from a graph
5.2: Definite integrals as limits of Riemann sums
5.2: Definite integrals properties 1
5.2: Definite integrals properties 2
5.2: Definite integrals properties 3
5.3: Functions defined by integrals
5.3: Functions defined by integrals 2
5.3: Functions defined by integrals 3
5.4: Reverse power rule
5.4: Reverse power rule 2
5.4: Reverse power rule 3
5.4: Reverse power rule 4
5.4: Indefinite integrals of e and 1/x
5.4: Indefinite integrals of sin and cos
5.4: Definite integrals
5.4: Definite integrals: piecewise functions
5.4: Definite integrals in context
5.4: Definite integrals in context 2
5.4: Definite integrals in context 3
5.4: Definite integrals in context 4
5.4: Motion problems
5.4: Motion problems 2
5.5: u-substitution 1
5.5: u-substitution 2
5.5: u-substitution 3
Chapter 6: Applications of Integration
6.1: Area between curves
6.2: Volumes 1
6.2: Volumes 2
6.2: Volumes 3
6.3: Volumes 4
6.5: Average value of a function
Chapter 9: Differential Equations
9.1: Check solutions to differential equations
9.1: Set up differential equations
9.2: Slope fields 1
9.2: Slope fields 2
9.3: Separation of variables 1