UNIVERSITY
OF COLORADO AT BOULDER
Spring 2005
MATH 1300,
Section 003, Analytic
Geometry and Calculus I
9:00 – 9:50 AM, MTWRF, ECCR 131, 5 credits
INSTRUCTOR INFORMATION
Instructor:
Dana Ernst
Office: Math 214
Office Hours: MWF 11:00-12:00
(or by appointment)
Email: Dana.Ernst@colorado.edu
Class Webpage:
http://math.colorado.edu/~ernstd
Teaching Assistant: James
Johanson
Office: Math 360
COURSE INFORMATION AND POLICIES
Description:
Introduces single variable calculus and analytic geometry.
Includes limits, continuity, derivatives, and applications of
derivatives as well as indefinite and definite integrals and some
applications.
Prerequisites: This course is designed for those students who have
successfully acquired and retained the skills taught in Precalculus
(College Algebra and Trigonometry), or equivalent.
Purpose: The primary objective
of this course is to aid students in becoming confident and competent
in solving problems that require techniques developed in
Calculus. Successful completion of Math 1300 provides students
with skills necessary for upper division mathematics courses, such as
Calculus II. Students will have a working understanding of limits
and continuity. Students will also be able to utilize various
techniques to differentiate and integrate numerous functions including
logarithmic, exponential, and trigonometric functions. In
addition, students will understand and be able to apply the Mean Value
Theorem, the First and Second Derivative Tests, and the Fundamental
Theorem of Calculus in both theoretical problems and
applications. Also, the purpose of any mathematics class is to
challenge and train the mind. Learning mathematics enhances
critical thinking and problem solving skills.
Text: Calculus: Early Transendentals Version,
6th edition, Edwards and Penny
Structure: At this university,
Calculus is taught by both the Mathematics Department and the Applied
Mathematics Department (School of Engineering). With some
exceptions, the Calculus courses taught by the Mathematics Department
are standardized in the sense that all of the sections are given the
same homework assignments, the same exams, and follow the same
schedule. The class meets 5 days a week. Usually, lectures
will be given on Mondays, Wednesdays, and Fridays. I will hold
recitations on Thursdays, and the TA will hold recitation on
Tuesdays. The main purpose of recitation is to provide the
students with an opportunity to ask questions about homework,
etc. Occasionally, we will do some group-work (called workshops)
during recitation.
Attendance: Regular
attendance is expected and is vital to success in this class.
Homework: Homework will
be assigned regularly (see attached list of problems) and collected at
the beginning of class on the day it is due. You are allowed and
encouraged to work together on homework. However, each student is
expected to turn in their own work, unless otherwise
instructed. Late homework will not be accepted without prior
approval from me. At least 5 of your lowest homework scores
will be dropped at the end of the semester. Homework will be
graded by our TA.
Quizzes: Occasionally, I will
give “short” quizzes on current material. Some of the quizzes may
be unannounced.
Exams: There will be
three midterm exams and a cumulative final exam. Make-ups for
these exams will not be allowed, unless you have received prior
approval. In general, don’t expect any make-ups. Your best
bet is to communicate with me ahead of time.
Special Services:
Students with disability are encouraged to contact the Office of
Special Services to arrange for accommodations and support services.
Calculus Help Lab: MTWR (not
Fridays) from 4:00-6:00 in Math 170.
Other Comments: Turn off your
cell phones!!! If you must be late for class, please try not to
disrupt class.
COURSE EVALUATION
Basis
for evaluation:
1. Three
midterm exams |
20% each
(Total of 60%)
|
2.
Homework/Quizzes |
15%
|
4. Final
Exam |
25%
|
Grade Determination: Grades may be “massaged” at the end
of the semester, but in general, this is what you should expect.
93 -100% |
A
|
73 – 76% |
C
|
90 – 92% |
A-
|
70 – 72% |
C-
|
87 – 89% |
B+
|
67 – 69% |
D+
|
83 – 86% |
B
|
63 – 66% |
D
|
80 – 82% |
B-
|
60 – 62% |
D-
|
77 – 79% |
C+
|
0 – 59% |
F
|
SOME IMPORTANT DATES
DATE
|
REMARK
|
1/26
|
Deadline to drop a course
without a "W" |
2/9
|
Midterm Exam #1, 5:00 - 6:30 PM,
Location TBA
|
2/23
|
Deadline to drop a course, "W"
recorded on transcript
|
3/9
|
Midterm Exam #2, 5:00 - 6:30 PM,
Location TBA
|
4/13
|
Midterm Exam #3, 5:00 - 6:30 PM,
Location TBA |
5/4
|
Final Exam, 4:30 - 7:00 PM,
Location TBA
|
ADDITIONAL COMMENTS
When does the learning happen? It
might happen in class, but most likely it happens when you sit down to
do your homework. Most of you can follow what I do on the board,
but the question is, can you do it on your own? To learn best,
you must struggle with mathematics on your own. It is supposed to
be difficult (if its not difficult for you, then I will gladly find
things to challenge you). However, if you are struggling too
much, then there are resources for you. I am always happy to help
you. I want to help you. If my office hours don’t work for
you, then we can probably find another time to meet. You can also
get help from each other. Get a study buddy! Help each
other learn. In addition, you can get help in Calculus Help Lab
(MTWR, 4:00-6:00, Math 170). If you are having difficulty, then get
some help. It is your responsibility to be aware of how well you
understand the material. There are many resources available to
you; use them!