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Calculus III (MATH 223) - Spring 2009 - Prof. Janusz Konieczny, Exams of Advanced Calculus

Information about a calculus iii course offered in spring 2009 at the university of mary washington. The course, taught by dr. Janusz konieczny, covers topics such as parametric and polar equations, conic sections, infinite sequences and series, power series, and taylor and maclaurin series. Students are expected to learn how to define and study curves using parametric and polar equations, understand the concepts of convergence of infinite sequences and series, and master methods of testing infinite series for convergence. The course includes three take-home tests, each worth 50 points, five quizzes, each worth 10 points, and a cumulative final examination. Students are required to have a graphing calculator and adhere to the university's honor system.

Typology: Exams

Pre 2010

Uploaded on 08/19/2009

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MATH 223 CALCULUS I II1
Spring 2009
Instructor Janusz Konieczny [You may call me Dr. K]
Office: Trinkle 125, Phone: 654-1331, E-mail: jkoniecz@umw.edu
Office Hours: MWF 10–10:45 and 12–12:30, TR 12:30–1:30, or by appoint-
ment
Sections Section 01: MWF 9–9:50, Trinkle 140
Course Goals
and Objectives
Calculus can be described as the mathematics of change and motion. The
methods of calculus are useful in mathematics, the sciences, and engineer-
ing. In Calculus III, we will study curves given by parametric and polar
equations, infinite sequences and series, and representation of functions as
power series. The ob jectives of the course are for students to:
(1) Learn how to define and study curves using parametric and polar equa-
tions.
(2) Become familiar with definitions and equations of conic sections.
(3) Understand the concepts of convergence of infinite sequences and series.
(4) Master basic methods of testing infinite series for convergence.
(5) Learn how to represent functions as power series and how to differen-
tiate and integrate functions using power series representation.
Top i cs C ov ere d Curves defined by parametric equations; Polar coordinates; Conic sections;
Infinite sequences and series; Testing series for convergence; Power series;
Taylor and Maclaurin series.
Tex tbo o k A Single Variable Calculus, Fifth Edition, by James Stewart
Calculators A graphing calculator is required (I will be using TI-83 Plus in class).
Tes ts There will be three take-home tests, each worth 50 points.
Test 1 Handed out Monday, February 9; due February 11
Test 2 Handed out Monday, March 16; due March 18
Test 3 Handed out Monday, April 13; due April 15
Final Exam There will be a cumulative final examination, worth 50 points.
Wednesday, April 29, 8:30–11 a.m., Trinkle 140
1There is a Web page for this class at
http://people.umw.edu/jkoniecz/jkoniecz/223s09.htm.
1
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MATH 223 CALCULUS III^1

Spring 2009

Instructor Janusz Konieczny [You may call me Dr. K] Office: Trinkle 125, Phone: 654-1331, E-mail: jkoniecz@umw.edu Office Hours: MWF 10–10:45 and 12–12:30, TR 12:30–1:30, or by appoint- ment

Sections Section 01: MWF 9–9:50, Trinkle 140

Course Goals and Objectives

Calculus can be described as the mathematics of change and motion. The methods of calculus are useful in mathematics, the sciences, and engineer- ing. In Calculus III, we will study curves given by parametric and polar equations, infinite sequences and series, and representation of functions as power series. The objectives of the course are for students to: (1) Learn how to define and study curves using parametric and polar equa- tions. (2) Become familiar with definitions and equations of conic sections. (3) Understand the concepts of convergence of infinite sequences and series. (4) Master basic methods of testing infinite series for convergence. (5) Learn how to represent functions as power series and how to differen- tiate and integrate functions using power series representation.

Topics Covered Curves defined by parametric equations; Polar coordinates; Conic sections; Infinite sequences and series; Testing series for convergence; Power series; Taylor and Maclaurin series.

Textbook A Single Variable Calculus, Fifth Edition, by James Stewart

Calculators A graphing calculator is required (I will be using TI-83 Plus in class).

Tests There will be three take-home tests, each worth 50 points. Test 1 Handed out Monday, February 9; due February 11 Test 2 Handed out Monday, March 16; due March 18 Test 3 Handed out Monday, April 13; due April 15

Final Exam There will be a cumulative final examination, worth 50 points. Wednesday, April 29, 8:30–11 a.m., Trinkle 140

(^1) There is a Web page for this class at

http://people.umw.edu/∼^ jkoniecz/jkoniecz/223s09.htm.

Quizzes There will be five quizzes, each worth 10 points.

Quiz 1: Monday, February 2 Quiz 2: Wednesday, February 18 Quiz 3: Wednesday, March 11 Quiz 4: Friday, March 27 Quiz 5: Monday, April 6

Honor System You are expected to adhere to the Honor System of the University of Mary Washington. In particular, you should not consult books, notes, or other students’ work on the quizzes, tests, and final exam. The tests, final exam- ination, and quizzes are all pledged.

Grades The grades will be assigned on the basis of 250 points:

235–250 A (94%) 225–234 A− (90%) 215–224 B+ (86%) 205–214 B (82%) 198–204 B− (79%) 188–197 C+ (75%) 178–187 C (71%) 170–177 C− (68%) 160–169 D+ (64%) 150–159 D (60%) 0–149 F

Homework Homework will be assigned in class. It will not be graded, but you are responsible for all material covered in the homework problems.

Attendance Attendance will not be checked. However, I would strongly encourage you to attend all classes. (If you skip classes, you may find it difficult to un- derstand the material.) Also, you are responsible for any announcements, additional assignments, etc., made in class.

Progress Report A grade D+, D, or F will be entered as unsatisfactory.