Day	Date	Section	Topics
W	Jan 19		First Day, review Chapter 5
F	Jan 21	Chapter 5	Finish review of Chapter 5
M	Jan 24	Section 6.1	Antiderivatives graphically and numerically
T	Jan 25	Section 6.2	Antiderivatives symbolically
W	Jan 26	Section 6.2	More on antiderivatives
F	Jan 28	Section 6.3, 6.5	Equations of motion
M	Jan 31	Section 6.4	The Second Fundamental Theorem
T	Feb 1	Section 7.1	Integrals by substitution
W	Feb 2	Section 7.1	Practice on integration by substitution
F	Feb 4	Sections 7.2	Integration by parts
M	Feb 7	Section 7.2	More on integration by parts
T	Feb 8	Section 7.3	Integration by table
W	Feb 9	Section 7.4	Integration by partial fractions
F	Feb 11	Section 7.4	More on partial fractions, trigonometric substitution
M	Feb 14	Section 7.4	Trigonometric substitution
T	Feb 15	Section 7.1-7.4	Choosing a method
W	Feb 16	Section 7.1-7.4	Spare day
F	Feb 18	Section 7.5, 7.6	Numerical integration
M	Feb 21	Section 7.5, 7.6	Lab Day 1 -- Numerical Integration methods
T	Feb 22		Review for Midterm Exam 1
W	Feb 23		Midterm Exam 1 given this evening
F	Feb 25	Section 7.7	Improper integrals
M	Feb 27	Section 7.8	Comparison theorems for improper integrals
T	Feb 28	Section 8.1	Setting up integral formulas
W	Mar 2	Section 8.2	Volumes (Cavalieri's Principle)
F	Mar 4	Section 8.2	Solids of revolution
M	Mar 7		Spring Break -- No Class
T	Mar 8		Spring Break -- No Class
W	Mar 9		Spring Break -- No Class
F	Mar 11		Spring Break -- No Class
M	Mar 14	Section 8.2	Arc length of curves
T	Mar 15		Lab Day 2 -- Applications of integration
W	Mar 16	Section 8.3	Density and center of mass
F	Mar 18	Section 8.3	More on density and center of mass
M	Mar 21	Section 8.6	Densities and Distributions
T	Mar 22	Section 8.7	Probability
W	Mar 23	Section 8.7	More on probability
F	Mar 25		Easter Break -- No Class
M	Mar 28		Easter Break -- No Class
T	Mar 29		Review for Exam 2
W	Mar 30	Section 9.1	Begin geometric series
R	Mar 31		Midterm Exam 2 given this evening -- note different day of week
F	Apr 1	Section 9.1	Geometric series
M	Apr 4	Section 9.2	Convergence of infinite series
T	Apr 5	Section 9.2	More on convergence
W	Apr 6	Section 9.3	Comparison Test for convergence
F	Apr 8	Section 9.3	Ratio test for convergence
M	Apr 11	Section 9.4	Power series and radius of convergence
T	Apr 12	Section 10.1	Taylor polynomials
W	Apr 13	Section 10.1	Lab Day 3 -- Taylor polynomials and series
F	Apr 15	Section 10.2	Taylor series
M	Apr 18	Section 10.3	Using Taylor series
T	Apr 19	Section 10.4	Error in Taylor approximation
W	Apr 20	Section 11.1	What is a differential equation?
F	Apr 22	Sections 11.2, 11.3	Slope fields and Euler's method
M	Apr 25		Lab Day 4 -- Visualizing slope fields and solutions
T	Apr 26		Review for Exam 3
W	Apr 27	Section 11.4	Midterm Exam 3 given this evening
F	Apr 29	Section 11.4, 11.5	Separable equations, growth and decay
M	May 2	Section 11.6	Lab Day 5 -- modeling with differential equations
T	May 3		Course Wrap-up
W	May 4		Study Period
R	May 5		Study Period
F	May 6		Study Period
T	May 10		Final Exam -- 2:30pm