AMTH 241 – Applied Calculus III (4 credit hrs)

 

SPRING 2008

 

 

Class Time: TTh 10:50-12:40

 

Class Room:  ADMN 213

 

Instructor:   Dr. Koffi Fadimba

 

Office:       ADMN 237 F

 

Telephone:    641-3537(office)

 

E-mail:       KoffiF@usca.edu

 

 

Office Hours: M: 12:00 – 1:30 PM

                     W:  1:00 -2:30  PM

                      F:  12:00 -1:30 PM

                   And by appointments.

 

PREREQUISITE:  Grade of C or better in AMTH 142 or consent of instructor

 

TEXT:     Calculus: Multivariable,  by Blank and Krantz, Debut Edition, Key College Publishing.

 

 

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Test 1
Thursday, February 14, 2008


Practice Problems for Test 1

Test 2
Thursday, March 20, 2008


Practice Problems for Test 2

Test 3
Thursday, April 17, 2008


Practice Problems for Test 3

Practice Problems for the Final Exam

 

TOPICS TO BE COVERED: Functions of several variables, vectors (vectors in 2-D, 3-D, dot product, cross products, tangent vectors, arc length), differentiation of functions of several variables (partial derivatives, gradients, directional derivatives), local and global extrema for functions of several variables, multiple integrals, line integrals, calculus of vector fields.

 

 

Software                     MATHEMATICA VERSION 3, 4, or 5; version 4 is installed on

the computers in ADMN 213, the Math Lab (ADMN 221), and on several computers in the Unix Lab (ADMN 219). ).

Or Maple 10 (on all the computers in rooms 213, 223, 221, etc). 

 

Course Objectives     To learn the vector calculus concepts and skills

which are needed for the successful study of upper-level science, mathematics, and engineering courses, including the ability to communicate using the language of mathematics, both symbolic and verbal.

 

 

ASSIGNMENTS  Homework problems will be assigned daily and occasionally collected.  Some of the homework problems could be given on quizzes or tests.

 

Evaluations:  There will be given a quiz about once a week.  Three in-class tests will be given and a comprehensive final exam at the end of the semester..  About half of the final exam will be on the material not covered by the three tests.

 

Tentative Test Dates: 

 

Test 1

Week of February 11

Test 2

Week of March 17

Test 3

Week of April 14

 

Final Exam:  Tuesday, May 6, at 11:00 AM

 

GRADING: Your success in meeting the course objectives will be measured by your scores on homework, quizzes, lab activities, three one-hour exams, and a cumulative final exam.

The weights of the various components of your grade in determining your final course grade are shown below, along with the grade scale for the course.

 

 

WEIGHTS:

GRADE SCALE

1. Three exams (100 points each)

90-100

A

70-74

C

2. Homework/Quizzes (150 points)

85-89

B+

65-69

D+

3. Cumulative Final Exam (150 points)

80-84

B

60-64

D

 

75-79

C+

0-59

F

 

 

 

NOTES:  There will be absolutely no makeup for quizzes.  Your lowest two quizzes will be dropped at the end of the semester.  There will be no makeup for the tests except under special (documented) circumstances.  In no case will a student be allowed more than one makeup exam.  No late homework submission will be accepted.

 

NOTES: No use of cell-phones will be allowed during an exam.  Please make sure you have stopped the cell-phones during class time.

 

 

SPECIAL NOTES: If you have a physical, psychological, and/or learning disability which might affect your performance in this class, please contact the Office of Disability Services, 126A B&E, (803) 641-3609, and/or see me, as soon as possible. The Disability Services Office will determine appropriate accommodations based on medical documentation.

 

 

ATTENDANCE POLICY: I may occasionally take attendance. It is highly recommended that the student not miss any class, especially for the very fast pace the summer sessions. However, the Attendance Policy established by the Department

of Mathematical Sciences states that the maximum number of unexcused absences allowed in this class before a penalty is imposed is four for a regular semester.

 

ACADEMIC CODE OF HONESTY: Please read and review the Academic Code of Conduct relating to Academic Honesty located in the Student Handbook. If you are found to be in violation of this Code of Honesty, a grade of F(0) will be given for the work. Additionally, a grade of F may be assigned for the course and/or further sanctions may

be pursued.