Texas College
Division of Natural & Computational Sciences
Area of Mathematics
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Course Number |
MATH 34753 |
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Course Description |
Vectors and parametric equations, partial differentiation, multiple integrals, vector analysis, and infinite series. |
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Textbook |
Salas, S.L., Hille, Einar, and Etgen, G.J., Calculus: Several Variables (Ninth Edition), John Wiley & Sons, New York.[0-471-23119-3] |
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Semester |
Spring |
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Semester Hours |
4 |
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Prerequisite |
MATH 24751 Calculus & Analytic Geometry II |
| Attendance | The full attendance policy, stated in the Texas College Catalog, applies to this course. Specifically, more than four unexcused absences may result in a grade penalty. |
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Instructor |
Dr. William Stenger |
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Office Hours |
9–10:Monday,Wednesday, and Friday 8:30–9:30: Tuesday and Thursday 11–noon: Monday and Friday 3–4: Monday, Tuesday, and Wednesday Other times by appointment |
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Office |
113 MBSC |
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Phone |
(903) 593-8311, ext.2283 |
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Prepared by: |
William Stenger |
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Instructor |
Date |
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Approved by: |
M.S.T. Namboodiri |
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Division Chair |
Date |
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Course Goal |
To provide a basic understanding of the fundamental processes, methods and applications of elementary differential and integral calculus in two and three dimensions. |
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Methods of Instruction |
Learning higher mathematics requires effort by the learner working on practice problems and homework problems. The faculty member will support this effort with motivation, examples and discussion. |
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Methods of Evaluation |
We will use practice problems in class, homework assignments, quizzes, tests, and a final examination to evaluate student performance. |
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Attendance Policy |
The full attendance policy, stated in the Texas College Catalog, applies to this course. Specifically, more than four unexcused absences may result in a grade penalty. |
| Cell Phones |
Turn off all cell
phones before class begins. If your cell phone goes off during class, I will
dismiss you from class and will give you a zero for that day's assignment. |
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Practice Problems |
Students should come to class prepared to work practice problems. Students do not have to turn in practice problems done in class. |
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Notes |
Since taking extensive notes provides dubious benefit, we do not encourage this practice. Instead we recommend that students concentrate on understanding the explanations given, doing the practice problems and homework problems, and asking lots of questions. |
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Homework Problems |
At the end of each lesson students should do the assigned exercises. Write your name at the upper right corner of each page and write the chapter number and lesson number at the upper left corner of each page. For instance, you would write 12.3 to identify Chapter 12, Lesson 3. Turn in homework two class periods after the completion of a lesson. After you complete a set of exercises check your work against the answers in the back of the book. |
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Quizzes |
A pop quiz will suddenly appear from time to time without warning. An absent student may not make up a quiz later. Depending on the nature of the absence, the faculty member may allow an alternative assignment. Otherwise, the student will receive a grade of zero. The total combined quiz grade will count as one test. |
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Tentative Test Plan |
Chapter 12: Test |
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Final Examination |
The comprehensive final examination will count as two regular examinations. |
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Grade Determination |
Let X represent the sum of the four test scores plus quiz scores. Let Y represent twice the score on the final. Then the semester grade G = (X + Y)/7. A grade G ³ 90 will yield an A, G ³ 80, will yield at least a B, G ³ 70, at least a C, and G ³ 60, at least a D. Homework and practice problems will serve as "tie-breakers" for borderline grades and for purposes of mercy. |
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Important Dates |
Mid-term
examination: Wednesday, March 5. |
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Web Resources |
http://archives.math.utk.edu/calculus/crol.html |