MATH 251 SYLLABUS
Fall 2003
MUWF 2-2:50, McKenzie Hall 121
Instructor: Julia
Pevtsova
Office hours: M
11:30-12:00pm, 3:00-3:30pm; W 11-12pm, 1-2pm
Office: B3,
Deady Hall
E-mail: julia@darkwing.uoregon.edu
Class page: http://darkwing.uoregon.edu/~julia
Required text: Early
Transcendentals Single Variable
Calculus, 5th edition, by
James Stewart
Course material. The purpose of this course is to introduce
fundamental notions of calculus, such as limits, differentials and derivatives,
develop basic differentiation skills, and learn how to use them in
applications. Prerequisite for the
course is MATH 112 or satisfactory placement score.
Discussion section (quiz section). Discussion section (Tuesday) will consist of discussing homework and of
10-15 minute quizzes, which will be given every
other week starting with the second week of classes. More specifically,
there will be quizzes on October 7th, 21st, November 4th,
and 18th. Active participation in discussion is highly recommended.
Extra (bonus) points will be given for volunteering to work out homework
problems on the blackboard. They will accumulate towards your total quiz score.
Homework. Homework will be collected each Wednesday
before class except for the first week of classes and returned on Tuesday
discussion section the following week. Late homework will NOT be accepted. If
you cannot make it to class that day, try to arrange for someone to hand in
your homework on time.
Exams. Two 50 minute exams (midterms) will be given on October 28th and November 25th.
Final exam is on Thursday, December 11,
Make-up. No make-up for final or quizzes. Make-up
for midterms may be given in case of illness or other extraordinary
circumstances. Note that make-ups will be scheduled during regular class-time
and will definitely be harder than the original exam.
Grades.
The lowest quiz score
will be dropped.
Homework = 10%
Quizzes = 10%
Midterm = 20%
each
Final = 40%
Active
participation in discussion section = extra
credit towards the total quiz score
Schedule.
This is a tentative weekly
course outline which is subject to change over the quarter.
Basic concepts
1. Week of Sept. 29. Review of pre-calculus. Graphs and functions.
1.1-1.6.
Limits. 2.1-2.4.
2. Week of Oct. 6. Limits
and continuity. 2.4-2.7;
Quiz
3. Week of Oct. 13. Derivatives:
definitions and basic rules. 2.8, 2.9, 3.1, 3.2
Differentiation: further
techniques
4. Week of Oct. 20. Trigonometric
functions 3.3, 3.4;
Chain rule 3.5;
Quiz
5. Week of Oct. 27. Review for
the first midterm; Midterm;
Implicit differentiation 3.6, 3.7
6. Week of Nov. 3. 3.8, 3.10,
3.11;
Quiz
Use of differentiation in
applications and curve sketching
7. Week of Nov. 10. Maxima and
minima, mean value theorem, first derivative test. 4.1-4.3
8. Week of Nov. 17. Simple
curve sketching. Second derivative test. 4.4 - 4.6
Quiz
9. Week of Nov. 24. Review for
the second midterm.
Midterm
10. Week of Nov. 31. Further
applications, 4.7, 4.8.
Review.