Lectures	Sections in Text	Brief Description
9/22		Overview / Preview
9/24	1.1	Four Ways to Represent a Function
9/27	1.2	Mathematical Models
9/28 (x-hour)	1.2	Quiz + Mathematical Models (continued)
9/29	1.3	New Functions from Old Functions
10/1	1.5	Exponential Functions
10/4	1.6	Inverse Functions and Logarithms
10/5 (x-hour)	1.6	Quiz + Inverse Functions and Logarithms (continued)
10/6	2.1	The Tangent and Velocity Problems
10/8	2.2	The Limit of a Function
10/11	2.3	Calculating Limits Using the Limit Laws
10/12 (x-hour)		Quiz
10/13	2.3	Calculating Limits Using the Limit Laws
10/13		First Midterm, 7 - 9pm, 013 Carpenter Hall
10/15	2.5	Continuity
10/18	2.6	Limits at Infinity
10/19 (x-hour)		Quiz
10/20	2.7	Derivatives and Rates of Change
10/22	2.8	Derivatives as Functions
10/25	3.1	Derivatives of Polynomials and Exponential Functions
10/26 (x-hour)		Quiz
10/27	3.2	The Product and Quotient Rules + Review of Trigonometric Functions
10/29	3.3	Derivatives of Trigonometric Functions
11/1	3.4	The Chain Rule
11/2 (x-hour)		Quiz
11/3	3.5	Implicit Differentiation
11/3		Second Midterm, 7 - 9pm, 013 Carpenter Hall
11/5	3.5	Derivatives of Inverse Trigonometric Functions
11/8	3.6	Derivatives of Logarithmic Functions
11/9 (x-hour)		Quiz
11/10	3.9	Related Rates
11/12	3.10	Linear Approximations and Differentials
11/15	4.1	Maximum and Minimum Values
11/16 (x-hour)		Quiz
11/17	4.3	How Derivatives Affect the Shape of a Graph
11/19	4.4	Indeterminate Forms and l'Hopital's Rule
11/22	4.5	Summary of Curve Sketching
11/23		Thanksgiving Break: 11/23 - 11/28
11/29	4.7	Optimization Problems
11/30	4.2	The Mean Value Theorem
12/1		Summary and Questions
12/7		Final Exam, starting at 11:30am, 008 Kemeny Hall

Michael Wijaya
Last updated June 27, 2012 12:25:54 EDT