Math129 Sec 003 Fall 2008

Class: MWF 9:00 to 9:50 am, HARV 428
Instructor: Ji Li, Office: Math 319
Phone: (520) 621-6870, Email: jli at email.arizona.edu
Office Hours: MWF 10-10:50am, T 3-3:50pm, or by appointments

Syllabus and Course Policies

Course Calendar

Final Exam

• Time: Monday, December 15 from 8:00 to 10:00 am. Location: McClelland 207. The University's Exam regulations will be strictly followed.
• Detailed information for all sections of Calculus 2, Fall 2008.
• Final review sheet for Math 129 and Answers

Tutoring and Study Group

• The department tutoring for calculus is located in Math East 145.
• The Math and Science Tutoring is held in ILC room 137, SUNDAY-THURSDAY 5:30-9:30pm. The study group for our class is meeting at ILC on Tuesdays and Thursdays 7-9pm.

Worksheets and Course Material (all of them are pdf files)

• In-Class Exams
  • Exam 3, Answers, review sheet: 9.4 through 11.5, December 3.
  • Exam 2, Answers, review sheet, Answers: 7.8 through 9.3, October 22.
  • Exam 1 and the review sheet: 7.1 through 7.6, September 17.
• Quizzes
• Chapter 11
  • Models.
  • Differential Equations.
  • Separable Variables.
  • Slopefields.
• Chapter 10
  • Even More Problems on Using Taylor Series.
  • More Practice Problems on Using Taylor Series.
  • Practice Problems on Using Taylor Series.
  • Table of Taylor Series.
  • Practice Problems on Taylor Series.
  • Lecture on Taylor Polynomials.
• Chapter 9
  • Practice problems on finding radius and interval of convergence.
  • Power Series.
  • Summary of Convergence Tests: Theorems and Criterias.
  • Practice Problems on Convergence Tests.
  • Practice Problems on Integral Test.
  • Practice Problems on Geometric Series.
• Chapter 8
  • More Problems involve work.
  • Additional practice. Problems involve work.
  • Using density and slicing to find mass.
  • More applications to geometry.
  • Find area, volume, and length, including using density.
  • Method: How slicing can be used to construct a Riemann sum or definite integral.
• Chapter 7
  • Additional Practice for Section 7.8.
  • Using Comparison to Prove Whether an Integral Converges or Diverges.
  • Review Sheet for Exam 1.
  • Recognizing an Improper Integral.
  • Introduction to Improper Integrals.
  • Brett and James: different fates of two ambitious runners.
  • Estimation Techniques.
  • Approximate Definite Integrals.
  • Partial Fractions and Trigonometric Substitutions.
  • Using Tables of Integrals.
  • Integral Tables. (from the last two pages of the textbook)
  • Recognizing Integrals: Determine if algebra or substitution is needed.
  • More Substitution: Substitution in symbolic form.
  • Substitution: Practice with u-substitution, including changing endpoints.
• Preliminary
  • Limits Practice
  • Completing the Square and Long Division
  • Trigonometry Reference Sheet
  • Derivative Rules

My schedule related to this course

	Mon	Tue	Wed	Thu	Fri
9:00-9:50	Class		Class		Class
10:10-10:50	Office Hour		Office Hour		Office Hour
11:00-11:50	Tutoring
3:00-3:50		Office Hour

LIJI@UAMath