ses #  TOPICS  KEY DATES 

1 
Velocity and Rates of Change 

2 
Slope and Derivative
Limits and Continuity 

3  Differentiation Formulas: Products and Quotients  
4  Chain Rule and Implicit Differentiation  
5  The Derivatives of Exponential and Logarithm Functions  Problem set 1 due 
6  The Derivatives of Trigonometric Functions  
7  Review for Exam 1  
Unit 1 Exam  
8 
Approximations
Mean Value Theorem 

9  Curve Sketching  
10  MaxMin Problems  Problem set 2 due 
11  Related Rates  
12  Inequalities, Zeros, and Newton’s Method  
Unit 2 Exam  
13  Differentials and Indefinite Integrals  
14  Definite Integrals  Problem set 3 due 
15  The Fundamental Theorem of Calculus  
16  Properties of Definite Integrals  
17  Differential Equations and Separation of Variables  Problem set 4 due 
18  Numerical Integration and Review of Unit 3  
Unit 3 exam  
19  Areas between Curves, Volumes of Revolutions, and Slicing  
20  Volumes by Shells and Average Values  
21  Parametric Equations and Arc Length  
22  Surface Area and Polar Coordinate Graphs  Problem set 5 due 
23  Area and Arc Length in Polar Coordinates  
Unit 4 Exam  
24  Inverse Trigonometric Functions and Hyperbolic Functions  
25  Integration by Inverse Substitution  
26  Integration by Partial Fractions  Problem set 6 due 
27  Integration by Parts  
Unit 5 Exam  
28  Indeterminate Forms and L’Hospital’s Rule  
29  Improper Integrals  Problem set 7 due 
30  Infinite Series  
31  Power Series  
3233  Final Review  Problem set 8 due in Ses #32 
Calendar
Course Info
Learning Resource Types
grading
Exams with Solutions
notes
Lecture Notes
assignment_turned_in
Problem Sets with Solutions