SYLLABUS
Time and Place. MWF 10:00-11:00am in McDonnell 162.
Classes begin seven minutes after the hour and end on the hour. Late arrivals and early departures are very disruptive; please avoid them. You are responsible for material covered in class and announcements made there.
Instructor
. Professor Edward Wilson
Cupples I, Room 18 (located in the basement)
Office Tel: 935-6729
Send email to Prof. Wilson at <enwilson@math.wustl.edu>.
Professor Wilson's Office Hours. MW 11:00am-12:30pm and by appointment.
TA
Office Hours. Mr. Larry Lin (E-mail: <yll@math.wustl.edu>)will
be the teaching assistant for this course and he will lead all three of
the discussion sections. He will have regular office hours at a time
to be announced later. However, all of Mr. Lin's office hours will
be held in Lopata Hall 102, a room set aside for the use of all
the calculus courses. Note that this is the Lopata Hall in the School of
Engineering (located close to the Math Building) and NOT the Lopata
on the South Forty. This room will be staffed Monday through
Friday, roughly 5 or 6 hours per day. A precise staffing schedule
will be announced later and posted outside the room. You're welcome
to drop by Lopata 102 at any time when it's staffed and ask for assistance
from any TA who is not tied up with students from another course.
However, it is suggested that you try to drop by during Mr. Lin's office
hours since he will be more familiar with the type of problems dealt with
in this course.
Text. Applied Calculus for Business, Economics, Life Sciences, and Social Sciences , Eighth Edition; Barnett, Ziegler and Byleen; chapters 7-12.
Communication. The Daily Schedule gives the daily reading assignments and the recommended practice problems. You should also check out the remaining links below, which are part of this syllabus. The math department home page may be found at www.math.wustl.edu. There are a number of useful links there, including a link to this syllabus online.
Homework. There will be daily recommended practice problems
available on the Daily Schedule (see the link below). It is crucial
that you work through these problems even though they will not be collected
for grading. The solutions to these can be found in the back of your textbook
and, in more detail, in the Students Solution Manual.
There
will also be weekly graded homework sets on Webwork, an internet based
mathematics homework system (see the link below for information on using
Webwork). These homeworks will be assigned via Webwork each Friday,
to be due the following Sunday. There will be no make-up homeworks;
if you miss a homework, a grade of 0 is assigned. However, your lowest
score will be dropped when computing your semester homework score.
Calculators.
You can and should use a calculator for the numerical part of homework
problems. This can be any type of calculator. However, in doing
integrals of simple functions, you'll do yourself a big disservice if you
always do definite integrals by calculator and never bother to learn the
methods for finding anti-derivatives by hand since, on quizzes and exams,
you'll occasionally be asked to compute anti-derivatives.
Only
non-CAS
calculators are allowed on quizzes and exams. A CAS calculator is one
with a built-in computer algebra system; the current policy of the Mathematics
Department is not to allow CAS calculators on any calculus course exams
since they give an unfair advantage to those who know how to use them.
Examples of CAS calculators include the TI-89, TI-92, HP-40, and HP-41
If you don't already have a non-CAS calculator and want to buy one, the
recommended choice is the TI-83 Plus. Prof. Wilson and Mr. Lin will
be prepared to give some tips on use of the TI-83; with any other type
of calculator, you're on your own.
Discussion Sections. You should be enrolled in one of the
three discussion sections for this course: Section A Th 9-10 a.m.
in Cupples I, Room 218
Section B Th 11-12 a.m. in Duncker, Room 3
Section C Th 1-2 p.m. in Cupples I, Room 215
As noted above, Mr.
Lin will be the discussion leader for each of these sections. You
should confer with him about the feasibility of either switching from one
section to another if you're currently sceduled for a section at an inconvenient
time or simply attending a different section during a week (or weeks) when
you have a conflict.
Quizzes. A quiz will be given at each discussion section (except during exam weeks), for a total of ten quizzes. The quizzes in a given week will cover the material listed in the Daily Schedule for the previous week. There will be no make-up quizzes; if you miss a quiz, a grade of 0 is assigned. However, your three lowest scores will be dropped when computing your semester quiz score. No notes may be used on the quiz. Sometimes non-CAS calculators will be allowed on quizzes, sometimes not. Sometime after 2 p.m. on Thursdays, quiz solutions will be posted (see the quiz link below).
Exams . Three in-semester evening exams will be given.
These will be held from 6:30 p.m.-8:30 p.m. on the following
dates:
Tuesday, February 8
Monday, March 14
Tuesday, April 12
The final exam will be given on Thursday,May 5 from 3:30-5:30 p.m.
Roughly 75% of the problems on the in-semester exams will be multiple choice (machine graded) with the remaining 25% essay-style problems to be hand graded by Prof. Wilson.
The
location(s) for each evening exam and for the final exam will be announced
on-line the day of the exam. You should bring your WU photo ID, pencils/pens,
and a non-CAS
graphing calculator.
If it is to your advantage, your lowest score among Exams 1-3 will be dropped and replaced by your score on the final exam. Thus, if your scores on Exams 1-3 are 78,63, and 84 and your score on the final exam is 80, the numbers 78,80,84, and 80 will be used as exam scores in the computation of your final grade average.
Legitimate
excuses for missing an exam (such as verified illlness or family emergency)
must be approved by Professor Jack Shapiro (Cupples 1, Room 107B, Tel:
935-6787, E-mail: jshapiro@math.wustl.edu). In unapproved cases,
a grade of 0 will be assigned for a missed exam. Students who miss an in-semester
exam with a legitimate excuse will not take a make-up exam; instead the
statistical technique of multilinear regression will be used to estimate
the missing score. (The details are complicated but the method takes into
account both how the student did on the exams he/she took and the
difficulty of the various exams; so he/she is not penalized if the exam
he/she missed was an easy one.) Students who miss the final exam
with a legitimate excuse will take a make-up exam at the beginning of the
next semester.
Academic Integrity:
As with all Washington University courses, cheating
on exams or quizzes will be taken very seriously with evidence supporting
a cheating allegation forwarded to the Arts and Sciences Integrity Committee
for adjudication. When the Committee concludes that a student cheated
on an exam, it normally directs the instructor to assign the student a
failing grade for the course.
Cheating
on Webwork homework consists of either blindly typing in answers to problems
worked out by someone else or giving someone else your Webwork password
so that they can both work out your assigned problems and enter the answers
online. To be honest, this kind of cheating is hard to detect; if it is
detected, all those involved will be given scores of 0 on the pertinent
assignment(s). But, even if undetected, this kind of cheating is
very much to a student's disadvantage since exam problems will frequently
be similar to problems occurring in either the daily lesson schedule or
in Webwork assignements. The point of homework is to learn how to
do such problems and letting someone else do the work for you is a virtually
sure-fire way to insure a low exam score. Furthermore, be advised
that it's not anticipated that students will work in isolation on homework
problems. To the contrary, discussing with others (the instructor,
Mr. Lin, other TAs or Cornerstone consultants, other students,...)a general
method for solving problems is often a way to avoid frustration and gain
useful insight. The key thing is to follow-up on a general discussion of
this kind by working out particular problems on your own.
Grading System . Your final grade average will be based
on the following.
Exam 1 18%
Exam 2 18%
Exam 3 18%
Final Exam 21%
Homework 10%
Quizzes 15%
Note that homework and quizzes combine for 25% of the final average. For most students, homework and quizzes will serve to significantly raise grade averages. But, the other way around, those who elect to skip a substantial number of homework assignments and quizzes will have to struggle to earn anything higher than a C for the course.
A precise scale converting final averages to letter grades will be determined
at the end of the course. It will be no more severe than the scale listed
in the following table. In each of the indicated ranges, plus and
minus letter grades will be awarded at the top (respectively, bottom) of
the range. For example, a final average of 79% is assured of earning
a grade no lower than C+ and, if the entire scale is revised downward by
a point or two at the end of the semester, might earn a B-.
90%-100% A's
80-89.99% B's
70-79.99% C's
55-69.99% D's
below 55% F
Students taking the course with the "Credit/No Credit" ("Pass/Fail") grading option must earn a grade of "D" or better to receive a "pass".
Any students taking the course on an "audit" basis should talk with the
instructor to determine what criteria will be used to award a grade of
"successful audit."
Links.
Using WebWork (brief)
(long)
WebWork
login
Daily
Lesson Schedule
Using the
TI-83 for
Computations in Calculus
Resources
for Help with Math 128