Course information at a glance

• Meeting times: MWF 09:05-09:55 BKL G08 and 1115-1205 WRN 260.
• Instructor: Dr. Richard Vale, My email address: rvale@math etc. Office hours: Tues 14:00-16:00 MT 583, and by appointment.
• TA: Nikolai Dimitrov Office hours Monday 3:40-5:40 MT 218
• Textbook: Marsden and Tromba, Vector Calculus (5th ed.), W. H. Freeman, 2003 (ISBN: 0-7167-4992-0)

Syllabus and homework will be posted here

Course syllabus
Homeworks 1 and 2. Due September 3 (HW 1) and September 10 (HW 2).
Homework 3. Due September 17.
Homework 4. Due September 24.
Homework 5. Due October 8.
Homework 6. Due October 15.
Homework 7. Due October 22.
Homework 8. Due November 12.
HINT for number 18 p. 449. The vector field F is the gradient of the function f(x,y,z)=xy+z. Use Theorem 3 from page 440, and you will not need to work out a parametrization of the cyclist's path.
Homework 9. Due November 19.
Homework 10. Due November 26, or before.
Homework 11. Due FRIDAY December 5.

Solutions will be posted here

Solutions to homework 1
Partial solutions to homework 2
Solutions to homework 3
Solutions to homework 4 (note: these have not been proofread)
Solutions to HW5 were handed out in class.
Solutions to homework 6
Solutions to HW7 are available as handwritten notes with diagrams.
Solutions to homework 8
Solutions to homework 9
Solutions to homework 10
Solutions to homework 11

Exam materials

A practice prelim 1. (Optional; not to be handed in for credit)
Prelim 1: 7:30 pm - 9:00 pm Tuesday September 30, Rockefeller 132.
Solutions

Prelim 2: 7:30 pm - 9:00 pm Thursday October 30, Rockefeller 132.
Some practice material for prelim 2. (Optional; not to be handed in for credit. Please let me know if you find mistakes.)
Solutions

Final: 7:00 pm - 9:30 pm Monday December 15, URH202.
Some practice material for the final. (Optional; not to be handed in for credit. Please let me know if you find mistakes.)
Guide to integrals.
Quiz questions from review session.
Solutions to final.

Questionnaire

Questionnaire (optional) which you can complete and return anonymously if you have concerns about the course.