Gerardo A. Mendoza
Department of Mathematics
Temple University
Philadelphia, PA 19122

Phone: (215) 204 5053
Fax: (215) 204 6433
Office: Wachman Hall 618
gmendoza, temple.edu


This course:
Math 2943 Section 1: Honors Calculus III (syllabus, also here and navigate to our class/section).
Lectures: Wachman 308, TTh 9:50-11:30. (Lectures will take place remotely with this schedule the first two weeks of the semeter; the Zoom link will posted on the Canvas page for the course).
Office Hours: Wednesday, 1:00-3:00. Office hours by appointment are also possible, arranged one day in advance. Or just come to my office: if I have time, I'll see you.


Resources
Textbook: James Stewart: Calculus: Early Transcendentals; 8th Edition, Cengage Learning.

Recommended problems
Homework problems and additional problems

This homework will not be collected, but note that the midterm tests and the final exam will reflect these suggested problems. In addition I'll distribute by the evening of each day of classes one or two problems different from these for you to work on.


Tutoring
There is online and in-person tutoring available at the Math Consulting Center: schedule.
There are tutors specializing in Calculus III. The graduate TA and Aidan McCay are highly recommended.

Extra problems
  1. January 11
  2. January 13
       About #6
  3. January 18
  4. January 20
  5. January 25
  6. January 27
  7. February 3
  8. February 8
  1. February 8
  2. February 10
  3. February 17
  4. February 22
  5. February 24
  6. March 8
  7. March 10
  8. March 15
  9. March 17
  10. March 22

Review problems for tests
  1. Test 1: (February 16)
     Review problems
     Integrals you will need for this course.
     Calculus III Videos
     Solutions for Test 1.
  2. Test 2: (April 6)
     Review problems
     Answers to even numbered review problems
     Integrals you will need.
     Calculus III Videos
     Solutions for Test 2.
  3. Final Exam (April 28, 3:30-5:30).
     Room: Wachman 412
     Review problems
     MCC hours
     A helpful summary of integration, by A. Eisenberg
     Answers to review problems for this exam.

Quizzes
  1. Quiz 1
  2. Quiz 2
  3. Quiz 3
  4. Quiz 4
  5. Quiz 5
  6. Quiz 6
  7. Quiz 7
  1. Quiz 8
  2. Quiz 9
  3. Quiz 10
  4. Homework 11
  5. Homework 12
  6. Homework 13

Slides
  1. January 11
  2. January 13
  3. January 18
  4. January 20
  5. Complement to lecture of Feb 3
  6. Double integrals, polar coordinates
  7. Vector fields, line integrals

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