Calculus II - Integral Calculus
MA 1022, Section B07
B term, 2006
Syllabus
| About the Course | This
course provides an introduction to integration and its
applications.
Topics covered include: anti-derivatives and the
indefinite integral;
the definite integral; the Fundamental Theorem of
Calculus; techniques
of integration; applications of integration to
finding areas, volumes, lengths of curves, and centers of
mass; the
natural logarithm;
inverse trigonometric functions. Recommended background: MA 1021 Important Note: Lecture attendance is not required but is strongly recommended. You are responsible for knowing everything said or covered in class. |
| Homework | Homework
will be assigned but not taken up. Students will be
responsible for
knowing how to work all of the assigned problems and for
seeking help
on
those they have difficulty with. Working additional
problems is
strongly
recommended. |
| Quizzes |
There will be
five quizzes, given on the following
Fridays: October 27; November 3,10; and December 1,8.
These will be
given during the last 10-15 minutes
of class and will have one or two questions taken verbatim
or nearly so
from the homework. These will be graded on the basis of 10
points per
problem. Your final quiz average will be based on your
best four quiz
scores. There will be
no makeup
quizzes. If there is a documented medical
emergency, then a
student's quiz grade may be based on fewer than four quiz
scores, but
no
scores will be dropped in this case. |
|
|
|
| Mid-Term
Exam |
This
will be given on Friday, November 17,
and will be on all material covered in class up to that
date. |
| Final
Exam/Basic Skills Test |
This
will be given 7:00-9:00 PM on
Wednesday, December 13, in Olin 107. This cannot be rescheduled.
Note
the room and evening time. Make
plans now
so that you do not have a conflict. There will be two
parts to this,
as
follows:
|
| About
the Basic Skills Test and the Course Grade |
As a requirement
to obtain credit for MA 1022, a student
must demonstrate an acceptable level of competence in the
basic
manipulative and computational skills of integral calculus
by passing
the Basic Skills Test in Integral Calculus. The minimum
score required
for passing will be about 70%. Only final answers to
problems
will be considered; there
will
be no partial credit. The credit for the course and the
course grade
will be
determined as follows:
|
| Conference |
In this, students
will meet with the TA and have an
opportunity to ask questions about the homework and the
material
covered
in class. The TA may also review course material and give
assignments
during the conference period. |
| Lab |
This
is a computer lab in which students will learn to use the
Maple
computer algebra system as a visual and computational aid
in
understanding and applying calculus concepts. All lab work
is done
during the lab period in which it is assigned; lab
assignments must be
handed in at the end of the period. Late
lab work will not be accepted;
there will be no make-up labs. |
| Academic Honesty |
You are expected to
be aware of and familiar with the WPI Academic Honesty
Policy. This can
be found at http://www.wpi.edu/Pubs/Policies/Honesty/.
|
| Disability Services |
If
you need course adaptations or accommodations because of a
disability,
or if you have medical information to share with me,
please make an
appointment with me as soon as possible via the contact
information
above. Students with disabilities who believe that they
may need
accommodations in this or another class are encouraged to
contact the
Disability Services Office (DSO) as soon as possible to
ensure that such accommodations are implemented in a
timely fashion.
The
DSO is located on the first floor of Daniels Hall, (508)
831-5235. |