Day	Date	Section	Topics
M	Aug 30		Advising
W	Sep 1	Section 1.1	Linear Functions
R	Sep 2	Section 1.2	Exponential Growth and Decay
F	Sep 3	Section 1.2	Applications of Exponential Functions
M	Sep 6	Section 1.3	Function Transformations
W	Sep 8		Lab 1: Introduction to Maple, Function Transformations
R	Sep 9	Section 1.4	Logarithmic Functions
F	Sep 10		Group Work: Linear and Exponential Modeling
M	Sep 13	Section 1.5	Circular Trig Functions
W	Sep 15	Section 1.6	Polynomials and Rational Functions
R	Sep 16	Section 1.7	Continuity
F	Sep 17	Section 2.1	Rate of Change
M	Sep 20	Section 2.2	Limits
W	Sep 22		Midterm 1
R	Sep 23	Section 2.2	Limits, II
F	Sep 24	Section 2.3	The Derivative at a Point
M	Sep 27	Section 2.3	Local Linearity
W	Sep 29	Section 2.4	The Derivative as a Function
R	Sep 30	Section 2.5	Interpretation of the Derivative
F	Oct 1	Section 2.6	The Second Derivative
M	Oct 4		Lab 2: Geometry of Derivatives
W	Oct 6	Section 2.6	Acceleration
R	Oct 7	Section 2.7	Continuity and Differentiability
F	Oct 8	Section 3.1	Derivatives of Polynomials
M	Oct 11		Columbus Day
W	Oct 13	Section 3.2	Exponential Functions
R	Oct 14	Section 3.3	The Product and Quotient Rules
F	Oct 15	Section 3.4	The Chain Rule
M	Oct 18	Section 3.4	The Chain Rule
W	Oct 20	Section 3.5	Derivatives of Trig Functions
R	Oct 21	Section 3.6	Derivatives of Inverse Functions
F	Oct 22	Section 3.6	Related Rates
M	Oct 25		Lab 3
W	Oct 27		Midterm 2
R	Oct 28	Section 3.7	Implicit Functions
F	Oct 29	Section 3.8	Parametric Curves
M	Nov 1	Section 3.9	Linear Approximation
W	Nov 3	Section 3.9	Estimation and Interpolation
R	Nov 4	Section 3.10	l'Hopital's Rule
F	Nov 5		Group Work: Polynomial and Exponential Growth
M	Nov 8	Section 4.1	Derivatives and Graphing
W	Nov 10	Section 4.3	Derivatives and Optimization
R	Nov 11		Lab 4
F	Nov 12	Section 4.5	Optimization and Modeling
M	Nov 15	Section 4.5	Optimization and Modeling
W	Nov 17	Section 5.1	Distance Traveled
R	Nov 18	Section 5.2	The Definite Integral
F	Nov 19	Section 5.2	Estimating Integrals, and Review
M	Nov 22	Section 5.3	Interpretations of the Integral
W	Nov 24		Thanksgiving
R	Nov 25		Thanksgiving
F	Nov 26		Thanksgiving
M	Nov 29		Lab 5
W	Dec 1		Midterm 3
R	Dec 2	Section 5.3	Averages
F	Dec 3	Section 5.4	Properties of the Integral
M	Dec 6		Review
W	Dec 8		Study Period
R	Dec 9		Study Period
F	Dec 10		Study Period