MAC
2311
.C001
Calculus and Analytic Geometry I
Spring
2002
, 3
credit hours
|
| INSTRUCTOR | Dr.
Ram N. Mohapatra
|
| OFFICE | MAP 212
|
| OFFICE HOURS | MTWRF 10:00 - 11:00 AM
or by appointment.
|
| PHONE | (407) 823 - 5080
|
| EMAIL | ramm@pegasus.cc.ucf.edu
|
| CLASS LOCATION | MAP 406
|
| CLASS TIMES | 8:00 to 8:50 AM
|
| TEXTBOOK | Calculus , 4th Edition
|
| by | J. Stewart
|
ATTENDANCE POLICY
Attendance for this clas will be taken regularly. If a student misses no more than 4 classes during the term then a bonus of 3% will be added to the student's final avergae.
|
HOMEWORK
Homework will be assigned in each class. It is expected that students try those problems and solve them.
|
TESTS
There will be four tests and quizzes. Each quizzes will consist of one question and the students are required to answer the question on a 3"x5" notecard. There will be atleast one quiz per week.
The days of the first two tests are:
Test 1: May 24, 2002
Test 2: June 14, 2002
|
GRADING POLICY
The final grade will be based on 4 tests and weekly quizzes. The grade distribution will be as follows:
4 tests: 90%
Quizzes: 10%
|
GRADING SCALE |
| Average | Grade | | 90 - 100%
| A | | 80 - 89%
| B | | 70 - 79%
| C | | 0 - 69%
| F | |
NC POLICY
If you attend 80% or more of the lectures, take all tests, and have a final average of at least 50% then No Credit (NC grade) will be awarded in place of an F.
|
IMPORTANT DATES
Withdrawal deadline: June 14.
Holidays: Memorial day, May 27, 2002.
Independence day, July, 4, 2002.
|
TENTATIVE LIST OF TOPICS
The limit concept
Continuity propert
The derivative of a function
Rules for derivatives including chain rule
Mean Value Theorem
Intervals of increase and decrease and concavity
1st and 2nd derivative tests for extreme values
Extreme value problems
Related rate problems
The definition of the definite integral
The Fundamental Theorem of Calulus
Calculus of the standard antiderivatives including the substitution rule
Area under a curve
Applications of the definite integral
|
OTHER INFORMATION
These topics are in the following sections of the text:Sections 1.1-1.4
Sections 2.1-2,6
Sections <3.1-3.10
Sections 4.1-4.10
Sections 5.1-5.5
Sections6.1-6.6
|
CLASS WEB PAGE
|
