Fall
2007 (Term 1082)
Math
222: Calculus and Analytic Geometry
Lecture 1, Tue & Thu
Instructor: Prof. Dietrich A. Uhlenbrock
Office: 421 Van Vleck Hall
Phone: (608)-263-6395
e-mail: uhlenbro@math.wisc.edu
Discussion sections:
302:
Instructor:Addington, Nicolas Michael, Mon & Wed
303:
Instructor: Mantilla Soler, Guillermo Michael, Mon & Wed
304:
Instructor:Addington, Nicolas Michael, Mon & Wed
305:
Instructor: Zheng, Fan, Mon & Wed
306:
Instructor: Qi, Peng, Mon & Wed
307:
Instructor: Hunter, James David, Mon & Wed
308:
Instructor: Hunter, James David, Mon & Wed
309:
Instructor: Mantilla Soler, Guillermo Michael, Mon & Wed
310:
Instructor: Qi, Peng, Mon & Wed
311:
Instructor: Zheng, Fan, Mon & Wed
312: Instructor:
Berliner, Adam Henry, Mon & Wed & Fri
Textbook:
Thomas' Calculus by Weir, Hass and Giordano (11th edition)
including Second-Order-Differential Equations
(special printing)
Pearson/Addison-Wesley
ISBN: 0-321-49069-X
Goal of the course: A
description of the intended clientele and the content coverage is available at
the departmental website
http://www.math.wisc.edu/undergrad/courses/222.html
(Approximate)
Lecture schedule and minimal list of suggested homework problems:
(The
missing information in the following table will be supplied as the semester
proceeds.)
|
WEEK |
|
SECTION |
PROBLEMS |
|
1 |
Tue,
Sep 4 |
8.2 |
(p. 568): 1,5,12,25,29,30,33,37,40,41,43,46,47 |
|
1 |
Thu, Sep 6 |
(p. 579):
4,5,7,8,11,16,17,20,22,23,30,33,35,40,41,44,46 |
|
|
2 2 |
Tue, Sep 11 Tue, Sep 11 |
(p. 585):
2,4,8,11,16,19,23,31,37,39,41,43; (p. 591):
1,4,5,9,19,25,30,31,32,37,42 |
|
|
2 |
Thu, Sep 13 |
(p. 631):
5,8,11,15,19,22,32,33,35,41,45,61,76,77,87 |
|
|
3 |
Tue, Sep 18 |
9.1 |
(p. 648): 2,3,6,7,9,13,17,21,23,25,29 |
|
3 |
Thu, Sep 20 |
(p. 657):
3,5,9,11,13,19,23,25,29,31 |
|
|
4 |
Tue, Sep 25 |
(p. 17-7):
5,13,19,27,33,39,51,60,62,65 |
|
|
4 |
Thu, Sep 27 |
(p. 17-16):
5,11,16,18,27,29,31,35,45,49,55 |
|
|
5 |
Tue, Oct 2 |
10.1 |
(p. 693):
3,5,7,11,13,17,21,25,29,37,43,71,94 |
|
5 |
Thu,
Oct 4 |
First exam: |
|
|
6 6 |
Tue, Oct 9 Tue, Oct 9 |
(p. 701):
3,7,9,15,19,21,27,31; (p.
707):3,5,7,17,23,27,37,41,45 |
|
|
6 6 |
Thu,
Oct 11 Thu,
Oct 11 |
10.5 10.6 |
(p. 718):
1,3,5,9,11,19,21,23,29,37,41,45,53,55,57; (p.
724):5,11,13,17,19,23,25,31,33,41 |
|
7 7 |
Tue, Oct 16 Tue, Oct 16 |
10.8 |
(p. 730):
3,5,9,11,13,19,21,29; (p. 737):
3,9,21,29,39,57,63 |
|
7 |
Thu,
Oct 18 |
(p. 757):
3,9,11,15,19,25,29,35,45,51,69,75,85 |
|
|
8 |
Tue, Oct 23 |
(p. 769):
1,3,5,7,11,17,21,23,27,33,41,43,45,49,53,57,59,70,75,76 |
|
|
8 8 |
Thu,
Oct 25 Thu,
Oct 25 |
(p. 775):
3,9,18,21,23,31; (p. 781):
3,7,13,19,21,25 |
|
|
9 9 |
Tue, Oct 30 Tue, Oct 30 |
11.5 11.6 |
(p. 786):
3,7,11,15,23,27,37,39; (p. 792):
3,5,11,13,17,25,37,45,47 |
|
9 |
Thu,
Nov 1 |
(p. 804):
3,7,11,19,27,33,41,42,43 |
|
|
10 10 |
Tue, Nov 6 Tue, Nov 6 |
(p. 810):
1,5,7,9,13,19,28,33; (p. 819):
3,5,7,9,13,19,23,24,27,31,35,39,49,50,51 |
|
|
10 |
Thu,
Nov 8 |
Second exam: |
|
|
11 |
Tue, Nov 13 |
(p. AP-21):
1,2,3,8,9,10,11,13,19,21 |
|
|
11 11 |
Thu, Nov 15 Thu, Nov 15 |
12.1 12.2 |
(p. 852):
11,15,17,19,21,23,25,27,29,33,37,43,47,49,53; (p. 860):
3,9,11,13,17,21,23,25,29,31,34,35,49,53 |
|
12 |
Tue, Nov 20 |
(p. 870):
3,5,7,11,12,15,17,19,22,24,27,30,33,34,35,39,48,54 |
|
|
12 |
Thu, Nov
22 |
Recess |
Have a nice Thanksgiving recess |
|
13 |
Tue, Nov 27 |
(p. 878):
3,7,10,14,15,17,21,24,27,28,29,34,37,41,44 |
|
|
13 |
Thu,
Nov 29 |
(p. 887):
1,3,7,9,17,23,27,31,32,33,38,41,44,47,53,56,57,62 |
|
|
14 |
Tue, Dec 4 |
13.1 |
(p. 916):
3,7,12,17,19,26,29,32,35,38,43,45,55 |
|
14 14 |
Thu, Dec 6 Thu, Dec 6 |
13.3 13.4 |
(p. 935):
5,10,13,15,19 (p. 942): 1,7,9,14,17,19 |
|
15 |
Tue, Dec 11 |
(p. 949):
2,3,10,13,15,17,18,19 |
|
|
15 |
Thu, Dec 13 |
13.6 |
(p. 958): 1,2,9,12 |
|
16 |
Wed, Dec 19 |
FINAL |
Advice on the text and the list of
problems: I strongly recommend that you read the indicated material before
attending the lectures. Although the text is very comprehensive, I may present additional
information or perspective on a given topic during lecture that you will be
responsible for knowing. In general, having read the material beforehand will
also permit you to be more selective in the taking of your notes. You will then
be in a better position to follow the material covered in class. You are
expected to survey all relevant problems and to attempt to solve them if they
do not appear totally obvious to you. There is no harm in trying and failing to
obtain a solution for a problem. At least you should determine where you ran
into difficulties with a problem before you go for help. As a rule of thumb you
are well advised to plan to spend on the order of 6 hours a week outside of the
lecture on the preparation and understanding of the covered material and any
assigned problems.
Grading policy: The
course grade reflects the quality of all the work done. A grade of A will be awarded only for outstanding
performance, skill and knowledge. A grade of F will be given if the course requirements are not met (attendance,
completion of assignments, participating in evaluation procedures). An
incomplete grade of I will be given only if some unusual circumstance prevents a student
from participating in the final exam. It is the responsibility of the student to make arrangements with the
instructor prior to the final exam
date about a possible I grade. In
such a case the student also needs to make arrangements with the instructor prior to the end of the term about when and how to make up the missed work
in due time to avoid that the I
automatically lapses to an F grade.
Exam policy: The
overall grade for the course is determined based on the following components:
1. First in-class midterm exam:
25 % or 75 points
2. Second in-class midterm
exam: 25 % or 75 points
3. Final exam: 40 % or 120
points
4. Homework, Quizzes, etc.: 10
% or 30 points
1.
The first in-class midterm exam is
on Thursday, October 4, 2007. This exam deals with the material covered
in chapters 8, 9, 17
(up to
and including section 17.2).
2.
The second in-class midterm exam is
on Thursday, November 8, 2007. This exam additionally deals with the
material covered in chapters 10, 11
(up to
and including section 11.9).
3.
The final exam is set by the
University to be on Wednesday, December 19, 2007 from 14:45 to 16:45.
The room of the final two-hour exam is Social
Science 5206 or 5208, depending on your discussion section . About one
half of the final exam will be dealing with the new material covered since the
second midterm exam (from chapters 12 and 13). The rest of the exam could be
from any part of the course.
Most of the problems on the exams will be more or less like the
problems in the above listing or the problems discussed in the lecture. In
addition there may also be one more difficult challenge problems on each exam.
Some formulas may be provided on the exams. Crib sheets will not be permitted on the exams.
Note that there will be no make-up exams given without a
written excuse from your physician. Unexcused absences from an exam will result
in a score of zero points for that exam.
This policy is firm.
Calculator policy: The
use of a scientific calculator (not
a programmable or graphing calculator) will be permitted on the exams. In case
of doubt, show the instructor any machine you plan to use well ahead of the
exams in order to find out if its use will be allowed. Outside of the exam
context you are encouraged to use any computational devices which will further
your grasp of calculus. For instance, the Campus Computer Labs are available
for your use.
The Student Edition Maple
computer algebra system is available for students registered in this course at
a substantial discount. Students interested in making use of this opportunity
should contact the instructor to receive information on how to make use of this
option.
Office hours: Until
further notice the lecturer's
office hours are on Tuesdays and Thursdays from 12:30 to 1:30, and Wednesdays
at 1:30 p.m. or by special appointment. It is a good idea to call ahead at
(608)-263-6395 to set up or confirm any special appointments. Office hours
provide you with an opportunity to discuss some mathematics or other topics
with me on a more personal basis.
Policy on cheating: Any
kind of cheating is unacceptable behavior. If cheating is found to occur
consequences will result. In certain situations you may be cited to appear
before the Student Conduct Policy Committee and sanctions could be imposed.
Avoid this kind of trouble by all means.
GETTING HELP
1.
Instructor Office Hours: Your
first source of help is your teaching assistant and instructor who have posted
office hours. If you have a conflict with these hours, try to make a special
appointment.
2.
Private Tutors: The
receptionist on the second floor of Van Vleck has a list of private (for pay)
tutors.
3.
Kleene Math Library: The
mathematics department's
library is located in B224 Van Vleck Hall. A copy of the text is on reserve
there.
4.
The Math Department Faculty Diversity
Liaison is Prof.
Important Dates:
|
Event |
Day of Week |
Date |
Comment |
|
Labor Day |
Monday |
September 3, 2007 |
Holiday |
|
First Class Day |
Tuesday |
September 4, 2007 |
First Lecture |
|
First Midterm Exam |
Thursday |
October 4, 2007 |
in class: 11:00 - 12:15 |
|
Last Day to Drop |
Friday |
November 2, 2007 |
To do or not to do??? |
|
Second Midterm Exam |
Thursday |
November 8, 2007 |
in class: 11:00 - 12:15 |
|
Thanksgiving Recess |
Thursday |
November 22, 2007 |
Enjoy! |
|
Last Lecture Day |
Thursday |
December 13, 2007 |
Last Lecture |
|
Final Exam Period |
Sunday–Saturday |
December 16-22, 2007 |
|
|
222 Final Exam |
Wednesday |
Addington, Qi, Zheng Berliner, Hunter, Mantillla |