Instructor: David Walnut
Office: ST1, room 261
Phone: 703 993 1478 (voice); 703 993 1491 (fax)
email: dwalnut@gmu.edu
Course web page: Access through the Math Department's homepage
Office hours: MW 2:45-4:00pm and by appointment.
Text: Thomas' Calculus: Early Transcendentals, Eleventh Edition, Wier, Haas, Giordano.
Topics: The course will cover portions of Chapters 6, 7, 8, 10 and 11 in the text. Exact sections covered are indicated in the homework exercises.
General Comments:
This is a summer course in which we must cover an entire semester's worth of
material in about four weeks. Therefore, the pace of this course is extremely
fast. If you fall behind at any point in the course, you will very quickly
find yourself in serious trouble. Therefore, do your best to stay caught up with
the material. You should expect to work at least 12 hours per week
outside of class in order to master the material in this course.
You are expected to be familiar with some basic concepts of integration theory,
specifically the Fundamental Theorem of Calculus, interpretation of a definite
integral as an area, and simple substitution. I will briefly review this
material at the beginning of the semester. Some review exercises from Chapter 5
are given in the homework
exercises.
The last day to drop this course without receiving an F is Thursday, May 29. You
will receive your grade on the first exam before that date. This grade should be
a strong indicator of how well you will do in the course. Use it to decide
whether to stay or drop. If you are undecided about what to do you should talk
with me about it before deciding.
In this course we will make use of the computer algebra system MAPLE, in
particular its graphing and symbolic calculation capabilities. You can run MAPLE
from one of the on-campus computer labs in the Johnson Center and Innovation
Hall. Go to
http://classtech.gmu.edu/lablocations.cfm for locations and hours of
operation. Be sure to bring a floppy disk or flash drive when you visit these
labs in order to save your work.
The course web page contains announcements and useful information for students
in this course. Solutions to quizzes, exams, MAPLE assignments, all handouts,
and this syllabus will be made available in downloadable form. You are
responsible for checking the web page periodically so that you will not miss
important information.
Grading:
Homework. Included with this syllabus is a list of homework exercises for the course. It is strongly suggested that you attempt the homework in a given section immediately after that section is covered in class. Homework will not be graded, however, it is vitally important that you do the homework exercises in a timely fashion in order to perform adequately on the exams. The assigned problems are representative of the test questions.
MAPLE Assignments. A total of three MAPLE assignments will be given during the semester. They will be due on Thursday May 29, Thursday June 5, and Thursday June 12. Specific instructions will be given at the time the assignments are handed out. You may work in groups of no more than three persons. Your best two MAPLE assignments will be counted toward your final grade. Your total grade on these assignments will count as 1/8 of your final grade. No late MAPLE assignments will be accepted under any circumstances whatsoever.
Exams. Hour exams will be given on Friday, May 23, May 30, June 6, and June 13 at the beginning of class. Your best three exams will be counted toward your final grade. In other words, your lowest exam score will be dropped. Each exam will take approximately one hour, and in the remaining class time we will cover new material. Your exam average will count for 1/2 of your final grade. Because one exam is dropped, makeup exams will not be given under any circumstances whatsoever.
Final Exam. There will be a cumulative final exam given on Wednesday, June 18, 9:30am-1:20pm in the same room where we have class. Note that this is the official last day of class. The final exam will count for 3/8 of your final grade.
The grading scale below is based on your correctly rounded semester average. There will be no curve.
A+: 99 +; A: 92-98; A-: 90-91;
B+: 88-89; B: 82-87; B-: 80-81;
C+: 78-79; C: 72-77; C-: 70-71;
D: 60-69;
F: 0-59.