Actual Weekly Syllabus


This syllabus will be updated frequently.

Week #1: Graphs of  z = f[x, y]  
August 23-27

Week #2: Basic Vector Geometry  
August 30-September 3

Week #3: Limits & Partial Derivatives  
September 6-10
Computer Lab this Tuesday

Week #4: Total Derivatives and Tangent Planes, Directional Derivatives   
September 13-17

Week #5: Gradients & Level Sets in 2D  
September 20-24
Computer Lab this Tuesday -- due the following Tuesday Sept. 28.

Week #6: Max - min  & EXAM 1
September 27-October 1
Exam Thursday  7-9 pm-- see course web page for details.

Week #7: Multiple Integrals in Cartesian Coordinates  
October 4- 8
Computer Lab this Tuesday -- due the following Tuesday, October 12.
Computer Project 1 available online -- due in 2 weeks on Tuesday October 19

Week #8: More Multiple Integrals  
October 11-15
Computer Lab 3 due this Tuesday.

Week #9: Parametric Curves in Space and Triple integrals  
October 18-22
Computer project 1 due this Tuesday.

Week #10: Motion on Curves, Tangential and Normal Acceleration
October 25-29
Computer Lab this Tuesday -- Due the following Tuesday Nov. 2.

Week #11: Vector Fields in 2D  
November 1-5
Election day this Tuesday-  Don't forget to vote.
Computer Lab 4 due this Tuesday.

Week #12: Green's theorem  
November 8-12
Exam next week, see web page for details.

Week #13: Geometric  Series and Exam 2
November 15-19
Exam 2 Tuesday  7-9 (Rooms announced on web page).

Mon Lect: Review for Exam#2

Tue Disc:  More review

Wed Lect:  Infinite series. Geometric series

Sect. 22.1 Ex. 1-5
  Due Thursday  Dec. 2

Thu Disc:

Fri Lect:   Classic series for exponential and trig functions
Sect 22.3:  Exercises 1-4 Due Thursday  Dec. 2


THANKSGIVING RECESS November 22-26

Week #14:  Series Approximation  
November 29- December 3

Mon Lect:  Review, convergence tests, Weirstrass M-test.  Complex numbers and complex series.

Tues Disc

Wed Lect:  Power series and radius of convergence.

Assign. Sect. 22.4 Ex. 1, 2, 3, 4 due Thursday, Dec. 9.

Thu Disc

Fri Lect: Differentiation & Integration of Series

Assign. Sect. 22.5 Ex. 1, 2, 3  due  Thursday, Dec. 9.


Created by Mathematica  (November 29, 2004)