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Cover Page
Table of Contents
1. Trigonometry Review Worksheet (Blank Handout)
Trigonometry Review Worksheet (Key)
2. Lesson 1.1: Limits & Continuity (Blank Handout)
Lesson 1.1: Limits & Continuity (Key)
3. Lesson 1.2: Intermediate Value Theorem & Graphing Adjustments (Blank Handout)
Lesson 1.2: Intermediate Value Theorem & Graphing Adjustments (Key)
4. Lesson 1.3: Infinite Limits, Limits at Infinity, & Curve Sketching (Blank Handout)
Lesson 1.3: Infinite Limits, Limits at Infinity, & Curve Sketching (Key)
5. Lesson 1.4: The Limit Definition of Derivative (Blank Handout)
Lesson 1.4: The Limit Definition of Derivative (Key)
6. Lesson 1.5: Calculating Limits Using Limit Laws & The Squeeze Theorem (Blank Handout)
Lesson 1.5: Calculating Limits Using Limit Laws & The Squeeze Theorem (Key)
7. Lesson 2.1: Differentiation Rules, Tangent Lines, Differentiability & Rates of Change (Blank Handout)
Lesson 2.1: Differentiation Rules, Tangent Lines, Differentiability & Rates of Change (Key)
8. Lesson 2.2: Product Rule, Quotient Rule & Trig Rules (Blank Handout)
Lesson 2.2: Product Rule, Quotient Rule & Trig Rules (Key)
9. Lesson 2.3 Derivatives of Logarithmic Functions (Blank Handout)
Lesson 2.3: Derivatives of Logarithmic Functions (Key)
10. Lesson 2.4: Chain Rule (Blank Handout)
Lesson 2.4: Chain Rule (Key)
11. Lesson 3.1: Implicit Differentiation (Blank Handout)
Lesson 3.1: Implicit Differentiation (Key)
12. Lesson 3.2: Derivatives of Inverse Functions (Blank Handout)
Lesson 3.2: Derivatives of Inverse Functions (Key)
13. Lesson 3.3: Derivatives of Inverse Trig Functions (Blank Handout)
Lesson 3.3: Derivatives of Inverse Trig Functions (Key)
14. Lesson 4.1: Interpreting Derivatives in Context (Blank Handout)
Lesson 4.1: Interpreting Derivatives in Context (Key)
15. Lesson 4.2: Related Rates (Blank Handout)
Lesson 4.2: Related Rates (Key)
16. Lesson 4.3: Local Linearization (Blank Handout)
Lesson 4.3: Local Linearization (Key)
17. Lesson 4.4: L'Hospital's Rule (Blank Handout)
Lesson 4.4: L'Hospital's Rule (Key)
18. Lesson 5.1: Absolute Extrema and the Mean Value Theorem (Blank Handout)
Lesson 5.1: Absolute Extrema and the Mean Value Theorem (Key)
19. Lesson 5.2: Increasing/Decreasing Functions & The First Derivative Test (Blank Handout)
Lesson 5.2: Increasing/Decreasing Functions & The First Derivative Test (Key)
20. Lesson 5.3: Concavity, Points of Inflection, & The Second Derivative Test (Blank Handout)
Lesson 5.3: Concavity, Points of Inflection, & The Second Derivative Test (Key)
21. Lesson 5.4: Curve Sketching with Extrema and Inflection Points (Blank Handout)
Lesson 5.4: Curve Sketching with Extrema and Inflection Points (Key)
22. Lesson 5.5: Graphing Derivatives & Antiderivatives From Graphs (Blank Handout)
Lesson 5.5: Graphing Derivatives & Antiderivatives From Graphs (Key)
23. Lesson 5.6: Optimization (Blank Handout)
Lesson 5.6: Optimization (Key)
24. Lesson 6.1: Antiderivatives (Blank Handout)
Lesson 6.1: Antiderivatives (Key)
25. Lesson 6.2: Reverse Chain Rule & u-Substitution (Blank Handout)
Lesson 6.2: Reverse Chain Rule & u-Substitution (Key)
26. Lesson 6.3: Definite Integrals & The Fundamental Theorem of Calculus (Blank Handout)
Lesson 6.3: Definite Integrals & The Fundamental Theorem of Calculus (Key)
27. Lesson 6.4: The Second Fundamental Theorem of Calculus (Blank Handout)
Lesson 6.4: The Second Fundamental Theorem of Calculus (Key)
28. Lesson 6.5: Approximation Using Riemann Sums and Trapezoids (Blank Handout)
Lesson 6.5: Approximation Using Riemann Sums and Trapezoids (Key)
29. Lesson 6.6: Derivatives and Integrals of Exponential Functions & The Natural Log Function (Blank Handout)
Lesson 6.6: Derivatives and Integrals of Exponential Functions & The Natural Log Function (Key)
30. Lesson 6.7: Integration by Parts (Blank Handout)
Lesson 6.7: Integration by Parts (Key)
31. Lesson 6.8: Partial Fractions & Mixed Integration (Blank Handout)
Lesson 6.8: Partial Fractions & Mixed Integration (Key)
32. Lesson 6.9: Improper Integrals (Blank Handout)
Lesson 6.9: Improper Integrals (Key)
33. Lesson 7.1: Solving Differential Equations (Blank Handout)
Lesson 7.1: Solving Differential Equations (Key)
34. Lesson 7.2: Exponential Growth & Decay (Blank Handout)
Lesson 7.2 Exponential Growth & Decay (Key)
35. Lesson 7.3: Slope Fields (Blank Handout)
Lesson 7.3: Slope Fields (Key)
36. Lesson 7.4: Euler's Method (Blank Handout)
Lesson 7.4: Euler's Method (Key)
37. Lesson 7.5: Logistic Equations (Blank Handout)
Lesson 7.5: Logistic Equations (Key)
38. Lesson 8.1: Rate Graphs & Average Value of a Function (Blank Handout)
Lesson 8.1: Rate Graphs & Average Value of a Function (Key)
39. Lesson 8.2: Area Between Curves (Blank Handout)
Lesson 8.2: Area Between Curves (Key)
40. Lesson 8.3: Volume of Solids with Known Cross Sections (Blank Handout)
Lesson 8.3: Volume of Solids with Known Cross Sections (Key)
41. Lesson 8.4: Shell Method for Volume and Arc Length (Blank Handout)
Lesson 8.4: Shell Method for Volume and Arc Length (Key)
42. Lesson 9.1: Parametric Equations (Blank Handout)
Lesson 9.1: Parametric Equations (Key)
43. Lesson 9.2: Polar Graphs (Blank Handout)
Lesson 9.2: Polar Graphs (Key)
44. Lesson 9.3: Polar Area & Arc Length (Blank Handout)
Lesson 9.3: Polar Area & Arc Length (Key)
45. Lesson 9.4: Vector Definitions (Blank Handout)
Lesson 9.4: Vector Definitions (Key)
46. Lesson 9.5: Calculus of Vector Valued Functions (Blank Handout)
Lesson 9.5: Calculus of Vector Valued Functions (Key)
47. Lesson 10.1: Sequences (Blank Handout)
Lesson 10.1: Sequences (Key)
48. Lesson 10.2: Convergent/Divergent Series, Geometric Series & nth Term Test (Blank Handout)
Lesson 10.2: Convergent/Divergent Series, Geometric Series & nth Term Test (Partial Key)
Lesson 10.2: Convergent/Divergent Series, Geometric Series & nth Term Test (Key)
49. Lesson 10.3: Power Series & Integration and Derivation of Power Series (Blank Handout)
Lesson 10.3: Power Series & Integration and Derivation of Power Series (Key)
50. Lesson 10.4: Taylor Series (Blank Handout)
Lesson 10.4: Taylor Series (Key)
51. Lesson 10.5: Elementary Series & Alternating Series (Blank Handout)
Lesson 10.5: Elementary Series & Alternating Series (Key)
52. Lesson 10.6 Error Approximations (Blank Handout)
Lesson 10.6: Error Approximations (Key)
53. Lesson 10.7: Integral Test & p-Series Test (Blank Handout)
Lesson 10.7: Integral Test & p-Series Test (Key)
54. Lesson 10.8: Direct Comparison Test & Limit Comparison Test (Blank Handout)
Lesson 10.8: Direct Comparison Test & Limit Comparison Test (Key)
55. Lesson 10.9: Ratio Test (Blank Handout)
Lesson 10.9: Ratio Test (Key)
56. Lesson 10.10: Interval of Convergence (by Ratio Test) (Blank Handout)
Lesson 10.10: Interval of Convergence (by Ratio Test) (Key)
57. Lesson 10.11: Absolute vs. Conditional Convergence (Blank Handout)
Lesson 10.11: Absolute vs. Conditional Convergence (Key)
Table of Contents
1. Trigonometry Review Worksheet (Blank Handout)
Trigonometry Review Worksheet (Key)
2. Lesson 1.1: Limits & Continuity (Blank Handout)
Lesson 1.1: Limits & Continuity (Key)
3. Lesson 1.2: Intermediate Value Theorem & Graphing Adjustments (Blank Handout)
Lesson 1.2: Intermediate Value Theorem & Graphing Adjustments (Key)
4. Lesson 1.3: Infinite Limits, Limits at Infinity, & Curve Sketching (Blank Handout)
Lesson 1.3: Infinite Limits, Limits at Infinity, & Curve Sketching (Key)
5. Lesson 1.4: The Limit Definition of Derivative (Blank Handout)
Lesson 1.4: The Limit Definition of Derivative (Key)
6. Lesson 1.5: Calculating Limits Using Limit Laws & The Squeeze Theorem (Blank Handout)
Lesson 1.5: Calculating Limits Using Limit Laws & The Squeeze Theorem (Key)
7. Lesson 2.1: Differentiation Rules, Tangent Lines, Differentiability & Rates of Change (Blank Handout)
Lesson 2.1: Differentiation Rules, Tangent Lines, Differentiability & Rates of Change (Key)
8. Lesson 2.2: Product Rule, Quotient Rule & Trig Rules (Blank Handout)
Lesson 2.2: Product Rule, Quotient Rule & Trig Rules (Key)
9. Lesson 2.3 Derivatives of Logarithmic Functions (Blank Handout)
Lesson 2.3: Derivatives of Logarithmic Functions (Key)
10. Lesson 2.4: Chain Rule (Blank Handout)
Lesson 2.4: Chain Rule (Key)
11. Lesson 3.1: Implicit Differentiation (Blank Handout)
Lesson 3.1: Implicit Differentiation (Key)
12. Lesson 3.2: Derivatives of Inverse Functions (Blank Handout)
Lesson 3.2: Derivatives of Inverse Functions (Key)
13. Lesson 3.3: Derivatives of Inverse Trig Functions (Blank Handout)
Lesson 3.3: Derivatives of Inverse Trig Functions (Key)
14. Lesson 4.1: Interpreting Derivatives in Context (Blank Handout)
Lesson 4.1: Interpreting Derivatives in Context (Key)
15. Lesson 4.2: Related Rates (Blank Handout)
Lesson 4.2: Related Rates (Key)
16. Lesson 4.3: Local Linearization (Blank Handout)
Lesson 4.3: Local Linearization (Key)
17. Lesson 4.4: L'Hospital's Rule (Blank Handout)
Lesson 4.4: L'Hospital's Rule (Key)
18. Lesson 5.1: Absolute Extrema and the Mean Value Theorem (Blank Handout)
Lesson 5.1: Absolute Extrema and the Mean Value Theorem (Key)
19. Lesson 5.2: Increasing/Decreasing Functions & The First Derivative Test (Blank Handout)
Lesson 5.2: Increasing/Decreasing Functions & The First Derivative Test (Key)
20. Lesson 5.3: Concavity, Points of Inflection, & The Second Derivative Test (Blank Handout)
Lesson 5.3: Concavity, Points of Inflection, & The Second Derivative Test (Key)
21. Lesson 5.4: Curve Sketching with Extrema and Inflection Points (Blank Handout)
Lesson 5.4: Curve Sketching with Extrema and Inflection Points (Key)
22. Lesson 5.5: Graphing Derivatives & Antiderivatives From Graphs (Blank Handout)
Lesson 5.5: Graphing Derivatives & Antiderivatives From Graphs (Key)
23. Lesson 5.6: Optimization (Blank Handout)
Lesson 5.6: Optimization (Key)
24. Lesson 6.1: Antiderivatives (Blank Handout)
Lesson 6.1: Antiderivatives (Key)
25. Lesson 6.2: Reverse Chain Rule & u-Substitution (Blank Handout)
Lesson 6.2: Reverse Chain Rule & u-Substitution (Key)
26. Lesson 6.3: Definite Integrals & The Fundamental Theorem of Calculus (Blank Handout)
Lesson 6.3: Definite Integrals & The Fundamental Theorem of Calculus (Key)
27. Lesson 6.4: The Second Fundamental Theorem of Calculus (Blank Handout)
Lesson 6.4: The Second Fundamental Theorem of Calculus (Key)
28. Lesson 6.5: Approximation Using Riemann Sums and Trapezoids (Blank Handout)
Lesson 6.5: Approximation Using Riemann Sums and Trapezoids (Key)
29. Lesson 6.6: Derivatives and Integrals of Exponential Functions & The Natural Log Function (Blank Handout)
Lesson 6.6: Derivatives and Integrals of Exponential Functions & The Natural Log Function (Key)
30. Lesson 6.7: Integration by Parts (Blank Handout)
Lesson 6.7: Integration by Parts (Key)
31. Lesson 6.8: Partial Fractions & Mixed Integration (Blank Handout)
Lesson 6.8: Partial Fractions & Mixed Integration (Key)
32. Lesson 6.9: Improper Integrals (Blank Handout)
Lesson 6.9: Improper Integrals (Key)
33. Lesson 7.1: Solving Differential Equations (Blank Handout)
Lesson 7.1: Solving Differential Equations (Key)
34. Lesson 7.2: Exponential Growth & Decay (Blank Handout)
Lesson 7.2 Exponential Growth & Decay (Key)
35. Lesson 7.3: Slope Fields (Blank Handout)
Lesson 7.3: Slope Fields (Key)
36. Lesson 7.4: Euler's Method (Blank Handout)
Lesson 7.4: Euler's Method (Key)
37. Lesson 7.5: Logistic Equations (Blank Handout)
Lesson 7.5: Logistic Equations (Key)
38. Lesson 8.1: Rate Graphs & Average Value of a Function (Blank Handout)
Lesson 8.1: Rate Graphs & Average Value of a Function (Key)
39. Lesson 8.2: Area Between Curves (Blank Handout)
Lesson 8.2: Area Between Curves (Key)
40. Lesson 8.3: Volume of Solids with Known Cross Sections (Blank Handout)
Lesson 8.3: Volume of Solids with Known Cross Sections (Key)
41. Lesson 8.4: Shell Method for Volume and Arc Length (Blank Handout)
Lesson 8.4: Shell Method for Volume and Arc Length (Key)
42. Lesson 9.1: Parametric Equations (Blank Handout)
Lesson 9.1: Parametric Equations (Key)
43. Lesson 9.2: Polar Graphs (Blank Handout)
Lesson 9.2: Polar Graphs (Key)
44. Lesson 9.3: Polar Area & Arc Length (Blank Handout)
Lesson 9.3: Polar Area & Arc Length (Key)
45. Lesson 9.4: Vector Definitions (Blank Handout)
Lesson 9.4: Vector Definitions (Key)
46. Lesson 9.5: Calculus of Vector Valued Functions (Blank Handout)
Lesson 9.5: Calculus of Vector Valued Functions (Key)
47. Lesson 10.1: Sequences (Blank Handout)
Lesson 10.1: Sequences (Key)
48. Lesson 10.2: Convergent/Divergent Series, Geometric Series & nth Term Test (Blank Handout)
Lesson 10.2: Convergent/Divergent Series, Geometric Series & nth Term Test (Partial Key)
Lesson 10.2: Convergent/Divergent Series, Geometric Series & nth Term Test (Key)
49. Lesson 10.3: Power Series & Integration and Derivation of Power Series (Blank Handout)
Lesson 10.3: Power Series & Integration and Derivation of Power Series (Key)
50. Lesson 10.4: Taylor Series (Blank Handout)
Lesson 10.4: Taylor Series (Key)
51. Lesson 10.5: Elementary Series & Alternating Series (Blank Handout)
Lesson 10.5: Elementary Series & Alternating Series (Key)
52. Lesson 10.6 Error Approximations (Blank Handout)
Lesson 10.6: Error Approximations (Key)
53. Lesson 10.7: Integral Test & p-Series Test (Blank Handout)
Lesson 10.7: Integral Test & p-Series Test (Key)
54. Lesson 10.8: Direct Comparison Test & Limit Comparison Test (Blank Handout)
Lesson 10.8: Direct Comparison Test & Limit Comparison Test (Key)
55. Lesson 10.9: Ratio Test (Blank Handout)
Lesson 10.9: Ratio Test (Key)
56. Lesson 10.10: Interval of Convergence (by Ratio Test) (Blank Handout)
Lesson 10.10: Interval of Convergence (by Ratio Test) (Key)
57. Lesson 10.11: Absolute vs. Conditional Convergence (Blank Handout)
Lesson 10.11: Absolute vs. Conditional Convergence (Key)
1. Assignment 1-1
2. Assignment 1-2
3. Assignment 1-3
4. Assignment 1-4
5. Assignment 2-1
6. Assignment 2-2
7. Assignment 2-3
8. Assignment 2-4
9. Assignment 3-1
10. Assignment 3-2
11. Assignment 3-3
12. Mixed Derivative Practice
13. Assignment 4-1
14. Derivatives in Context Activity
15. Assignment 4-2
16. Assignment 4-3
17. Assignment 4-4
18. Assignment 5-1
19. Assignment 5-2
20. Assignment 5-3
21. Assignment 5-4
22. Assignment 5-5
23. Assignment 6-1
24. Assignment 6-2
25. Assignment 6-3
26. Assignment 6-4
27. Assignment 6-5
28. Assignment 6-6
29. Assignment 6-7
30. Assignment 6-8
31. Assignment 7-1
32. Assignment 7-2
33. Assignment 7-3
34. Assignment 8-1
35. Assignment 8-2
36. Assignment 8-3
37. Assignment 8-4
38. Assignment 9-1
39. Assignment 9-2
40. Assignment 9-3
41. Assignment 9-4
42. Assignment 9-5
43. Assignment 10-1
44. Assignment 10-2
45. Assignment 10-3
46. Assignment 10-4
47. Assignment 10-5
48. Assignment 10-6
49. Assignment 10-7
50. Assignment 10-8
51. Assignment 10-9
52. Assignment 10-10
53. Assignment 10-11
Homework Self-Grading Rubric
1. Assignment 1-1
2. Assignment 1-2
3. Assignment 1-3
4. Assignment 1-4
5. Assignment 2-1
6. Assignment 2-2
7. Assignment 2-3
8. Assignment 2-4
9. Assignment 3-1
10. Assignment 3-2
11. Assignment 3-3
12. Mixed Derivative Practice
13. Assignment 4-1
14. Derivatives in Context Activity
15. Assignment 4-2
16. Assignment 4-3
17. Assignment 4-4
18. Assignment 5-1
19. Assignment 5-2
20. Assignment 5-3
21. Assignment 5-4
22. Assignment 5-5
23. Assignment 6-1
24. Assignment 6-2
25. Assignment 6-3
26. Assignment 6-4
27. Assignment 6-5
28. Assignment 6-6
29. Assignment 6-7
30. Assignment 6-8
31. Assignment 7-1
32. Assignment 7-2
33. Assignment 7-3
34. Assignment 8-1
35. Assignment 8-2
36. Assignment 8-3
37. Assignment 8-4
38. Assignment 9-1
39. Assignment 9-2
40. Assignment 9-3
41. Assignment 9-4
42. Assignment 9-5
43. Assignment 10-1
44. Assignment 10-2
45. Assignment 10-3
46. Assignment 10-4
47. Assignment 10-5
48. Assignment 10-6
49. Assignment 10-7
50. Assignment 10-8
51. Assignment 10-9
52. Assignment 10-10
53. Assignment 10-11
1. Assignment 1-1
2. Assignment 1-2
3. Assignment 1-3
4. Assignment 1-4
5. Assignment 2-1
6. Assignment 2-2
7. Assignment 2-3
8. Assignment 2-4
9. Assignment 3-1
10. Assignment 3-2
11. Assignment 3-3
12. Mixed Derivative Practice
13. Assignment 4-1
14. Derivatives in Context Activity
15. Assignment 4-2
16. Assignment 4-3
17. Assignment 4-4
18. Assignment 5-1
19. Assignment 5-2
20. Assignment 5-3
21. Assignment 5-4
22. Assignment 5-5
23. Assignment 6-1
24. Assignment 6-2
25. Assignment 6-3
26. Assignment 6-4
27. Assignment 6-5
28. Assignment 6-6
29. Assignment 6-7
30. Assignment 6-8
31. Assignment 7-1
32. Assignment 7-2
33. Assignment 7-3
34. Assignment 8-1
35. Assignment 8-2
36. Assignment 8-3
37. Assignment 8-4
38. Assignment 9-1
39. Assignment 9-2
40. Assignment 9-3
41. Assignment 9-4
42. Assignment 9-5
43. Assignment 10-1
44. Assignment 10-2
45. Assignment 10-3
46. Assignment 10-4
47. Assignment 10-5
48. Assignment 10-6
49. Assignment 10-7
50. Assignment 10-8
51. Assignment 10-9
52. Assignment 10-10
53. Assignment 10-11
