Instructor:  Dr. Catherine O'Neil, Room 2-267, email coneil@math.mit.edu, 3-4079.

Text:  Simmons, `Calculus with Analytic Geometry,' second edition (McGraw-Hill).
Lectures:  M-F 12 noon to 1 p.m. in room 54-100.
Midterm:  Friday, January 17, 10 am til 11:30 in Walker.
Final:  Friday, January 31, 10 am til noon in room 10-250.
Sections will meet Tu and Th, 10-11:30 or 2-3:30.  Section lists and room will be
      posted outside 2-108.
There is weekly homework posted by noon each Friday (the first homework will be posted by the first day of class) and due the following Friday, except for the last homework which is due Thursday, January 30th.  The links for the homework are available in the schedule below.

Homework solutions for hw1: page 1 page 2

Homework solutions for hw2: here

Homework solutions for hw3: here and  here

Actual midterm and solutions page 1 and page 2.

Practice midterm here.  Solutions here.

NEW NEW NEW
Cram Session on Thursday, January 30th, 7-9 pm in 4-270.

Here is the schedule, including the syllabus, for this class:
 
 

January 6 First day of class: vector fields; line integrals in the plane	January 7 gradient and conservative fields	January 8 potential functions	January 9 Green's Theorem	January 10 hw1 due (with a picture) Flux; normal form of Green's Theorem
January 13 Extensions and applications of Green's Theorem	January 14 Triple integrals: rectangular, cylindrical coordinates	January 15 Spherical coordinates; gravitational attraction	January 16 Surface integrals	January 17 Midterm hw2 due
January 20 Holiday	January 21 Surface integrals continued	January 22 Divergence Theorem	January 23 Applications	January 24 hw3 due Line integrals in 3-space
January 27 conservative fields, potential functions, curl F	January 28 Stokes' Theorem	January 29 Applications  hw4 DUE	January 30 More Applications; review	January 31 Final Exam