Intro to Computer Alg Systems Syllabus
Instructor: Dr. Tim Howard
Office: 215 Faculty Office Building
Phone: 568-2292
Email: thoward@colstate.edu
WWW: http://www.colstate.edu/~thoward/welcome.html
Office Hours: Mon 12:30-1:30, 8:30-9:30 pm. Tues 10-11 am. Wed 12:30-1:30,
5:30-6 pm. Thurs 10-11, 8:30-9:30 pm. Fri 12:30-1:30 pm.
Others available by appointment
TEXT: Maple V Flight Manual, by Ellis, Johnson, Lodi, and Schwalbe.
Supplements will also be available through the course web page.
DISKETTE: You will need a 3.5" high-density diskette for saving your programs
during the quarter.
GRADING: Your course grade will be based 80% on exercises and 20% on the
final exam. Opportunities for extra credit will be provided for students
who:
- show me that Maple has been used to do homework assignments in other
courses. The homework must state that Maple was used when turned in
to the other class (you must also submit a copy to me). I’ll add one
point to your final course grade each time you do so with my prior
approval. Maximum limit: two points per course, or six points total.
- find good application problems for which Maple is well-suited. I’ll
add up to five points to your final course grade, depending on the
suitability of the problem.
Your course grade will be determined based on the following scheme:
A: 90-100% of the maximum score
B: 80-89% of the maximum score
C: 70-79% of the maximum score
D: 60-69% of the maximum score
Note, however, that you must make a passing score on the final exam to receive
a course grade of A or B.
unless stated otherwise, all exercises
are due by the beginning of the NEXT scheduled class. Exercises turned in
after the due date will be subject to a penalty of five points per week day
that they are late. This policy is effective as of February 12.
FINAL EXAM: The final exam will consist of two portions -- a written exam
and an in-lab test. The written exam will test your knowledge of basic Maple
syntax, and your ability to spot and correct errors in syntax. The in-lab
test will require you to write Maple programs using only your course notes and
assignments, the text, and Maple’s online help facilities. The final exam is
scheduled for Tuesday, March 18, 4-6 pm.
ABSENTEE POLICY: Attendance at all course meetings is mandatory. If you have
a problem attending, please see me BEFORE the day is missed I reserve the
right to lower grades or refuse to accept exercises from students who miss
class.
ACADEMIC WITHDRAWALL: The last day to withdraw from the course with a grade
of "W" is Friday, February 7. After that date, the Dean will not sign requests
for a "W" without sufficient documentation of extreme situations.
STUDENTS WITH DISABILITIES: If you have a documented disability as described
by the Rehabilitation Act of 1973 (P.L. 933-112 Section 504) and Americans
with Disabilities Act (ADA) that may require you to need assistance attaining
accessibility to instructional content to meet course requirements, I
recommend that you contact the Special Needs Office in the Tower Center,
Woodall Hall suite 156 or at (706) 568-2330, as soon as possible. It is then
your responsibility to contact and meet with me. The Special Needs Office can
assist us in formulating a reasonable accommodations plan and provide support
in developing appropriate accommodations for your disability. Course
requirements will not be waived but accommodations may be made to assist
you in meeting the requirements. Technical support may also be available
to meet your specific need.
A FINAL NOTE: For this course to be a success, you should seek out
opportunities to apply Maple in mathematical problems, even when that’s not
part of the assignment. Be on the lookout for Maple opportunities!
TENTATIVE SCHEDULE OF TOPICS
Jan. 14 Chapter 1, Sections 2.1 and 2.2: overview of Maple, basic
arithmetic and calculations, entering expressions, factor,
evalf, solve, fsolve, plot, ?, and help.
Assignment: all exercises for the sections covered
Jan. 21 Section 2.3 (omit "extensions"), and Sections 2.4 and 2.5.
Defining functions & procedures, plotting multiple functions
on the same axes, parametric plot, implicit plot, animation.
Assignment: all exercises from 2.3-2.5
Jan. 28 Section 3.1: limits, differentiation, implicit differentiation,
integration.
Assignment: Chapter 3 (page 63), exercises 1-13.
Feb. 4 Server down, no class
Feb. 11 Section 3.2: student package, sum, Taylor series, functions
of several variables, plot3d, limits of functions of several
variables
Assignment: Page 64, exercises 14-20
Feb. 18 Quiz over chapters 1-3 of the text.
Topics: for, seq, lists, and sets
Feb. 25 Topic: Newton's method
March 4 Topic: least squares