MATH 2203

Calculus III

Fall Semester 2014

The MATH 2203 Page of Dr. S. Ellermeyer

MATH 2203Materials

 

Here is a schedule of events being hosted by the KSU Career Services Center this semester.

Course Outline

August 19 - September 2

Section 9.1: Three - dimensional Coordinate Systems

Section 9.2: Vectors

Section 9.3: The Dot Product

Section 9.4: The Cross Product

Section 9.5: Lines and Planes

August 26: Quiz 1 (This is a take-home quiz!)

Solutions to Quiz 1

September 2: Exam 1

Solutions to Exam 1 (Version 1)

Solutions to Exam 1 (Version 2)

September 9: Quiz 2 (This is a take-home quiz!)

Solutions to Quiz 2

September 4-18

Section 10.1: Vector Functions and Their Derivatives (Motion in Space)

Section 10.2: Integrals of Vector-Valued Functions and the Basic Projectile Problem

Section 10.3: Arc Length

Section 10.4: Curvature of a Curve

Section 10.5: Acceleration

Summary of Material on Motion

September 23 - Exam 2

Solutions to Exam 2 (Version 1)

Solutions to Exam 2 (Version 2)

September 25: Quiz 3 (This is a take-home quiz!)

Solutions to Quiz 3

September 23 - October 7

Section 11.1 - Functions of Several Variables (This is the Mathematica Notebook that for graphing level curves and surfaces. You should be able to use it as a template to get started on doing these things in Mathematica.)

Section 11.3: Partial Derivatives

Section 11.4: The Chain Rule

Section 11.5: Directional Derivatives and Gradient Vectors

October 7: Exam 3

Solutions to Exam 3 (Version 1)

Solutions to Exam 3 (Version 2)

October 9-23

12.1 - Double and Iterated Integrals Over Rectangles

12.2 - Double Integrals Over More General Regions

12.3 - Area by Double Integration

12.4 - Double Integrals in Polar Coordinates

Examples and Problems Involving Polar Graphs and Double Integrals in Polar Coordinates

October 14: Quiz 4 (This is a take-home quiz!)

Solutions to Quiz 4

12.5 - Triple Integrals in Rectangular Coordinates

12.7 - Triple Integrals in Cylindrical and Spherical Coordinates

Illustrations of Triple Integrals

October 28 - Exam 4

October 28 - December 11

13.1 - Line Integrals

13.2 - Vector Fields, Work, Circulation and Flux13.3 - Path Independence, Potential Functions and Conservative Vector Fields

Examples and Problems Involving Line Integrals, Work, Flow and Flux.

Summary of Material on Line Integrals

13.4 - Green's Theorem

13.5 - Surfaces and Area

13.6 - Surface Integrals and Flux

13.7 - Stokes' Theorem

13.8 - The Divergence Theorem and a Unified Theory

November 11: Quiz 5

December 4: Quiz 6

December 11: Final Exam (10:30 a.m. to 12:30 p.m. - Note different time!)

 

Exams from Previous Offerings of this Course

Exams from Fall Semester 2013

 

Exams and Quizzes from Spring Semester 2011

Exams and Quizzes from Fall Semester 2010

Exams and Quizzes from Fall Semester 2009

Exams and Quizzes from Spring Semester 2008

Exams and Quizzes from Fall Semester 2007

Exams and Quizzes From Way Back

If you have any comments, criticisms, or witticisms, you can email me at sellerme@kennesaw.edu

 

Page Last Updated: October 22, 2014