Lectures	Sections in Text	Brief Description
9/15		Overview/Preview
9/16 (x-hour)	1.1	Four Ways to Represent a Function
9/17	1.2	Mathematical Models: A Catalog of Essential Functions
9/19	Appendix D	An overview of trigonometry
9/22	1.3	New Functions from Old
9/23 (x-hour)		Quiz1
9/24	1.5 & beginning of 1.6	Exponential Functions/Inverse Functions and Logarithms
9/26	1.6	Inverse Functions and Logarithms
9/29	2.1	The Tangent and Velocity Problem
9/30 (x-hour)		Quiz2
10/1	2.2	The Limit of a Function
10/3	2.3	Calculating Limits using the Limit Laws
10/6	2.5	Continuity
10/7 (x-hour)		No Quiz
10/8	2.6	Limits at Infinity:Horizontal Asymptotes
10/10	2.7	Derivative and Rates of Changes
10/13	2.8	The Derivative as a Function
10/14 (x-hour)		Quiz3
10/15	3.1	Derivatives of Polynomials and Exponential Functions
10/17	3.2	The Product and Quotient Rules
10/20	3.3	Derivatives of Trigonometric Functions
10/21 (x-hour)		Quiz4
10/22	3.4	The Chain Rule
10/24	3.5	Implicit Differentiation
10/27	3.6	Derivatives of Logarithmic Functions
10/28 (x-hour)		Quiz5
10/29	3.7	Rates of Change in the Natural and Social Sciences
10/31	3.9	Related Rates
11/3	4.1	Maximum and Minimum Values
11/4 (x-hour)		Quiz6
11/5	4.2	The Mean Value Theorem
11/7	4.3	How Derivatives affect the shape of a graphs
11/10	4.4	Indeterminate Forms and L’Hospital’s Rule
11/11 (x-hour)		Quiz7
11/12	4.7	Optimization Problems
11/14	4.9	Antiderivatives
11/17		Review
11/18		Review

Tim Dwyer
Last updated July 18, 2017 09:28:17 EDT