Syllabus
- Text
- Colley, Vector Calculus, fourth edition.
- Prerequisites
-
You must have received a grade of C- or better from Math
1572H (or equivalent).
- Homework
-
Assigned problems are due at the beginning of
recitation on Tuesdays. The homework assignments are
listed on this page. The
lowest two homework scores will be dropped from your
final grade.
Homework is your exercise for this course. There will
be a lot of it, and it should be taken seriously.
- Exams
-
There are three in-class midterms, each 50 minutes long:
- Midterm I is on Friday, October 5
- Midterm II is on Friday, November 2
- Midterm III is on Wednesday, November 28
The final exam is on Friday, December 14 from 1:30pm to
4:30pm (location to be annouced toward the end of the
semester).
- Exam policies
-
No notes or books are permitted. You are required to
have a calculator capable of basic matrix operations
(determinants, reduced row echelon form, matrix addition
and multiplication, eigenvalues, eigenvectors). Most
recent graphing calculators have such matrix
capabilities. Don't buy any calculator until you're sure
it has these. This requirement does not really impact
you until next semester in 2574H, but I mention it now
so you don’t waste your money.
All other electronic devices must be disabled and
stowed out of reach for the duration of the exam.
- Grading Policy
-
Course grades will be based solely on total numerical
score, as outlined below.
| Category | Grade basis | Points each | Total |
| Homework | Best 10 | 10 | 100 |
| Midterms | All exams | 200 | 600 |
| Final exam | | 300 | 300 |
| Total | | | 1000 |
I will use grade cutoffs
that are no stricter than the following:
| A |
A- |
B+ |
B |
B- |
C+ |
C |
C- |
D+ |
D |
| 930 |
900 |
870 |
830 |
800 |
770 |
730 |
700 |
665 |
620 |
In particular, this grading scheme rewards steady hard
work and does not leave much room for miraculous
recovery. Loss of homework points can, in principle,
result in a drop of a full letter grade.
- Make-ups
-
Students must make arrangements in advance if they will
not be handing in homework on time or will miss an
exam. Exam absences due to recognized University related
activities, religious holidays, verifiable illness, and
family/medical emergencies will be dealt with on an
individual basis. See official
University
Policy on Makeup Examinations for Legitimate
Absences.
- Attendance
-
The class will be conducted under the presumption that
you have attended all lectures and recitation
sessions. In particular, you are responsible for all the
announcements made in class.
- Scholastic conduct
-
We expect the highest standards of conduct from members
of this class. Academic dishonesty in any form will not
be tolerated. See
the Student
Conduct Code.
- Student privacy and course website
-
Student grades will be posted through the course's
Moodle
site;
this site also hosts a forum where students may discuss
material related to the course. In this class, our use
of technology will sometimes make students' names and
Internet IDs visible within the course website, but only
to other students in the same class. Since we are using
a secure, password-protected course website, this will
not increase the risk of identity theft or spamming for
anyone in the class. If you have concerns about the
visibility of your Internet ID, please contact your
lecturer for further information.
- Incompletes
-
A final grade of incomplete is given only if you have
successfully completed all but a small portion of the work
of the course, and have a very compelling, well documented
reason for not completing the course. You cannot receive
an incomplete simply because you are behind in your
work; in this case you should drop the course.
- Drop dates
-
You may drop the course without permission by the start of
the fifth week of the semester. If you drop before the
start of the third week, no mention of the course will
appear on your transcripts. Otherwise, you receive a "W"
for the course. However, it will cost you more money to
drop the course later in the semester.
- University policies
-
Statements on many other aspects of University policy can
be found through
this page.