Lectures 
Sections in Text 
Brief Description 
9/16 

Overview/ Preview 
9/17 (xhour) 
1.1 
Four Ways to Represent a Function 
9/18 
1.2 
Mathematical Models: A Catalog of Essential Functions 
9/20 
App D 
An overview of trigonometry 
9/23 
1.3 
New Functions from Old Functions 
9/24 (xhour) 

Quiz1 
9/25 
1.5 
Exponential Functions 
9/27 
1.6 
Inverse Functions and Logarithms 
9/30 
2.1 
The Tangent and Velocity Problem 
10/1 (xhour) 

Quiz2 
10/2 
2.2 
The Limit of a Function 
10/4 
2.3 
Calculating Limits Using the Limit Laws 
10/7 
2.5 
Continuity 
10/8 (xhour) 

Quiz3 
10/9 
2.6 
Limits at Infinity: Horizontal Asymptotes 
10/11 
2.7 
Derivative and Rates of Change 
10/14 
2.8 
The Derivative as a Function 
10/15 (xhour) 

Quiz4 
10/16 
3.1 
Derivatives of Polynomials and Exponential Functions 
10/18 
3.2 
The Product and Quotient Rules 
10/21 
3.3 
Derivatives of Trigonometric Functions 
10/22 (xhour) 

Quiz5 
10/23 
3.4 
The Chain Rule 
10/25 
3.5 
Implicit Differentiation 
10/28 
3.6 
Derivatives of Logarithmic Functions 
10/29 (xhour) 

Quiz6 
10/30 
3.7 
Rates of Change in the Natural and Social Sciences 
11/1 
3.9 
Related Rates 
11/4 
4.1 
Maximum and Minimum Values 
11/5 (xhour) 

Quiz7 
11/6 
4.2 
The Mean Value Theorem 
11/8 
4.3 
How Derivatives Affect the Shape of a Graph 
11/11 
4.4 
Indeterminate Forms and L'Hospital's Rule 
11/12 (xhour) 

Quiz8 
11/13 
4.7 
Optimization Problems 
11/15 
4.9 
Antiderivatives 
11/18 

Review 
11/19 (xhour) 

Review 