Math 155 ¨C Calculus I
Non-Engineering
Sections
Fall 2007
Welcome to Math 155! The Math
155 sections have been divided into two groups ¨C the engineering sections and
the non-engineering sections. You are in a non-engineering section.
Prerequisites: Each
student in Math 155 should have the equivalent of two high school units of
algebra, one unit of geometry, and
unit of
trigonometry. In addition, you must meet one of the following prerequisites:
(1)
a math ACT score
of 26 or higher
(2)
a math SAT score
of 600 or higher
(3)
placement in Math
155 by WVU¡¯s Math Placement Exam
(4)
a passing grade
in Math 129 or its equivalent
(5)
passing grades in
Math 126 and Math 128 or their equivalents
During the first week of
classes we will check to see whether you meet one of the prerequisites for Math
155. Students for whom we are unable to verify that a prerequisite has been
satisfied will need to see Mrs. Chris Wilson in the
Textbook: Essential Calculus: Early Transcendentals,
by James Stewart
Testing Procedures: All of the
non-engineering sections will take the same tests and the same final exam.
Dates and times are listed below. The tests and final exam will be written by
the course coordinator. The grading of each test is uniform in the sense that
one instructor will grade a problem for the students in all of the sections.
Most of the test questions will be traditional, free-response questions. There
will be some multiple-choice or other short-answer questions. Calculators are not allowed on these tests/final exam.
Test Schedule: First
Test: Tuesday,
September 11,
Second
Test: Tuesday,
October 2,
Third
Test: Tuesday,
October 23,
Fourth
Test: Tuesday,
November 27,
Final
Exam: Tuesday,
December 11,
Students who have a class
conflict with the
Attendance: Attendance will be taken daily. Students may earn up to 10 bonus points by attending class regularly. Since the course grade is based on a total of 760 points, this amounts to a possible curve of (about 1.3%) in the course grade (you may think of this as being allowed to add 10 points to your lowest test or exam score). Here is how the attendance policy works.
|
Students who miss <= |
Bonus Points |
|
1 class |
10 |
|
2 classes |
9 |
|
3 classes |
8 |
|
4 classes |
7 |
|
5 classes |
6 |
|
6 classes |
5 |
|
7 classes |
3 |
|
8 classes |
1 |
Students will be given credit for attendance when they have excused absences. Be sure to ask for an excused absence in writing (email is OK) from your instructor.
Homework and Assignment Sheet: Doing exercises is an important component to learning. For practice, students should do all of the assigned homework problems from each section. These problems are listed on the Course Calendar web page. Answers to most of these problems are given in the back of the textbook. These problems will not be collected or graded by the instructor. The computerized homework will count towards your grade. There will be at least 12 computer assignments, with the best 12 used to determine a maximum of 60 points.
Worksheets: Each worksheet will consist of a list of problems that will be collected and graded by your instructor. Some of the problems will be even-numbered problems from the textbook. Some class time may be allotted for working on the worksheets. Students will be encouraged to work together and to ask questions of the instructor. Although students are allowed to work together, each student is required to write up the solutions individually when submitting the problems for grading. There will be at least 12 worksheets during the semester, and each will be graded on a scale of 0 to 5. The best 12 grades will be used to determine a maximum possible total of 60 points for the worksheets.
Quizzes: There will be quizzes during the semester. Each quiz (lasting about 10 minutes) will be written by the instructor of your section and will consist of problems that are from the Assigned Problems listed in the Course Calendar. Each quiz will be graded by your instructor on a scale of 0 to 4. There will be a maximum possible total of 40 points for the quizzes.
Course Grades: The course grade is based on a total of 760 points plus 10 bonus points, as listed below:
|
Four Tests (100 points each)
|
400 points |
|
Comprehensive Final Exam |
200 points |
|
Twelve Worksheets (5 points
each) |
60 points |
|
Twelve Computer Assignments
(5 points each) |
60 points |
|
Ten Quizzes (4 points each)
|
40 points |
|
Bonus Points for Attendance |
10 points |
|
Total |
770 points |
Grading Scale:
|
684-770 |
A |
(90% of 760 is 684) |
|
608-683 |
B |
(80% of 760 is 608) |
|
532-607 |
C |
(70% of 760 is 532) |
|
456-531 |
D |
(60% of 760 is 456) |
|
0-455 |
F |
|
Preparing
for Tests: The key to success in this course is to learn how to
do the problems on the homework assignments and the worksheets. Most of the problems on the tests and the final exam will
reflect the problems in the assignments, and will test your computational
skills and understanding of the concepts and theories. It is not enough to
watch your instructor do problems in class and think you understand the
process. You need the hands-on experience of doing the problems yourself.
Help Outside
the Classroom: There are several ways to seek help with your
homework when you are not in class. You may visit your instructor during the
office hours he/she announces in class. You may stop by the
Calculator Policy: Students
will not be allowed to use a calculator of any type when taking quizzes or
tests. Students may find a calculator helpful when working some of the homework
problems. Some students may feel that a graphing calculator is helpful in
developing their intuition about topics like limits, for example. An online
graphing calculator is available at the textbook¡¯s website.
Math Department Website:
Information about this course, including this syllabus and room assignments for
tests, will be posted on the Math Department website www.math.wvu.edu
.
Calculus Readiness
Assessment: During the first or the second week of classes you
will be given a calculus readiness assessment test (refereed as the MapleTA test). The purpose of the test is to identify
students who need help with their basic algebra skills.
Make-up Tests: Students
who have a valid reason for missing any of the midterm exams and the makeup after
the second test will be given a make-up test on Saturday, October 20th, at
WVU Social Justice
Statement:
Disability: If you are
a person with a disability and anticipate needing any type of accommodation in
order to participate in your class, please advise your instructor and make
appropriate arrangements with Disability Services (293-6700).
Course Coordinator: Hong-Jian
Lai
Professor
of Mathematics
308K
Armstrong Hall
293-2011
ext. 2348
Office
Hours: