This schedule is only tentative, and may be adjusted as necessary.
September
Monday 
Tuesday 
Wednesday 
Thursday 
Friday 
22
First lecture
Administrative stuff 5.15.6 Integration techniques up to integration by parts
Prelminary study list deadline
 23
First section meeting
5.55.6 Techniques: substitution (refresher), integration by parts
 24
5.10 Improper integrals^{*}
^{*}Additional necessary background for 5.10: l'Hôpital's Rule (4.5)
 25
5.10
 26
5.10 ctd, Appendix D (pg. A3033) Improper integrals ctd., Rigorous limits involving infinity

October
Monday 
Tuesday 
Wednesday 
Thursday 
Friday 
Sept.29
5.9 Approximate integration
 Sept.30
Appendix D (pg. A3033), 5.9
HW 1 due
 1
5.9 ctd, 8.1 (thru p560 only), 8.2 Approximations ctd, Intro to Sequences & Series
 2
5.9, 8.1
 3
8.23 Intro to Series

6
8.3 Comparison tests ctd, Integral Test and remainder estimate
 7
8.23
HW 2 due
 8
8.4 Other convergence tests
 9
8.34
 10
8.5 Power series
Final study list deadline

13
8.6 Power series representations
 14
8.56
HW 3 due
 15
Review
 16
Review
Exam 1 7:309:30 p.m.
 17
8.7, 8.8 Taylor series and polynomials; Applications

20
8.7 ctd, 8.8 Taylor's Inequality
 21
8.78
HW 4 due
 22
5.7 (p38991) plus handout Advanced techniques I: trigonometric integrals and trigonometric substitution
 23
5.7 (p38991)
 24
Appendix G plus 5.7 (p3913) Advanced techniques II: partial fractions

27
Start of applications unit: Areas, Volumes, Density (6.13 plus handout)
 28
Appendix G, 5.7 (p3913), 6.1
HW 5 due
 29
6.2, 6.3 Volumes, Density ctd
 30
6.12, Density
 31
6.23 Volumes ctd

November
Monday 
Tuesday 
Wednesday 
Thursday 
Friday 
3
Leftovers and Review
 4
6.23, Review
HW 6 due
 5
6.8 Probability
 6
Review
Exam 2 7:309:30 p.m.
 7
6.8, 7.1 Probability ctd, Normal distributions; Intro to modeling with differential equations

10
7.12 Diff. eqns ctd; Direction fields and Euler's method
 11
6.8, 7.1
 12
7.37.4 Separable equations; modeling mixing and natural growth/decay
 13
7.13
HW 7 due
 14
7.4 ctd Other problems: natural growth/decay and cooling
Course withdrawal and change of grading basis deadline

17
7.4 ctd; 7.5 Population models
 18
7.34
HW 8 due
 19
7.5 Population models ctd
 20
7.5
 21
7.6 ctd Systems of differential equations

24
No class: Thanksgiving Break 
25
No class: Thanksgiving Break 
26
No class: Thanksgiving Break 
27
No class: Thanksgiving Break 
28
No class: Thanksgiving Break 
December
Monday 
Tuesday 
Wednesday 
Thursday 
Friday 
1
7.6 ctd
 2
7.6, Review
HW 9 due
 3
TBA
 4
Review
 5
Review
Deadline to request Incomplete

8
Final Exam 710 p.m.





