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Phone: (407) 823-6284;   Fax: (407) 823-6253;   MAP  207


MAC 2311 .0005 Calculus and Analytic Geometry 1
Spring 2003 , 4 credit hours

INSTRUCTORMrs. Cowan
OFFICE250 L-M
OFFICE HOURSMWF 10-11
PHONE863-324-7743
EMAIL dodiecowan@yahoo.com
CLASS LOCATION    MAP 109
CLASS TIMES MWRF 12:00-12:50 p.m.
TEXTBOOKCalculus,fourth edition
by James Stewart

ATTENDANCE POLICY
Attendance will be taken daily. Attendance in class is crucial to your understanding of the course. Absences for participation in university activities must be approved by the instructor in advance. For those students with borderline grades, five or fewer absences could result in bonus points.

HOMEWORK
Students are expected to keep up with the homework listed. It will not be collected. However, in class quizzeswhich will cover the material on the homework, will be given a minimum of twoce each week. Missed quizzes may not be made up unless the absence is excused by university policy (i.e. Religious holidays, or university sponsored events requiring the student's attendance).

TESTS
Students will be expected to take two proctored claculus skills tests, which will be administered outside the regular classroom. There will be five in-class tests, as well as a comprehensive final exam.

GRADING POLICY
Five Tests 60%;
Final exam 20%;
Quizzes 10%;
Skills tests 10%.

GRADING SCALE

AverageGrade
90 - 100% A
80 - 89% B
70 - 79% C
0 - 69% F

NC POLICY
If you have a grade of less than 70%, you may receive a grade of NC instead of F if you have attended 80% more of the lectures, taken all tests (including the two skills tests), and have a final average of at least 50%.

IMPORTANT DATES
Drop Deadline: Friday, January 10;
Withdrawal Deadline: Friday, February 28.

TENTATIVE LIST OF TOPICS
The limit concept; Continuity; The derivative of a function; Rules for derivatives; Mean Value Theorem; Intervals of Increase and Decrease; Concavity; First and Second Derivative Tests; Extreme Value Problems; Related Rate Problems; The definite integral; The Fundamental Theorem of Calculus; Calculation of Antiderivatives; Area undar the Curve; Applications of the Definite Integral
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