18.01 (Calculus) Home Page Spring 2011

Instructor: David Vogan, 2-243, x3-4991. Office hours Monday 3-4, Tuesday 1-2, or by appointment.

dav@math.mit.edu

Recitation instructor: Lionel Levine, 2-335, x3-7905. Office hours Tuesday 12-1, Wednesday 1-2.

levine@math.mit.edu

pdf file for syllabus (revised 2/18 to show final exam time)..

The problem sets will be due in recitation February 9, February 16, February 23, March 2, March 9, March 16, March 30, April 6, April 13, April 20, April 27, and May 4.

PRACTICE EXAMS: You can find old exams and other study material at the Open Courseware site.

pdf file for Problem Set 1 (due in recitation Wednesday, February 9).
pdf file for solutions to Problem Set 1.

pdf file for Problem Set 2 (due in recitation Wednesday, February 16).
pdf file for solutions to Problem Set 2.

pdf file for Problem Set 3 (due in recitation Wednesday, February 23).
pdf file for solutions to Problem Set 3.

pdf file for Problem Set 4 (due in recitation Wednesday, March 2).
pdf file for solutions to Problem Set 4.

Practice problems replacing the canceled Problem Set 5. NOT TO BE HANDED IN.

pdf file for Problem Set 6 (due in recitation Wednesday, March 16).
pdf file for solutions to Problem Set 6.

pdf file for Problem Set 7 (due in recitation Wednesday, March 31).
pdf file for solutions to Problem Set 7.

pdf file for Problem Set 8 (due in recitation Wednesday, April 6).
pdf file for solutions to Problem Set 8.

pdf file for Problem Set 9 (due in recitation Wednesday, April 13).
pdf file for solutions to Problem Set 9.

pdf file for Problem Set 10 (due in recitation Wednesday, April 20).
pdf file for solutions to Problem Set 10.

pdf file for Problem Set 11 (due in recitation Wednesday, April 27).
pdf file for solutions to Problem Set 11.

pdf file for Problem Set 12 (due in recitation Wednesday, May 4).
pdf file for solutions to Problem Set 12.

PRACTICE PROBLEMS: In addition to the required homework, you should spend time on your own doing problems, to make sure that you understand the definitions and the mechanics of what's covered in class. The problems in Section E and R of the Supplementary Notes, and most of the problems in the textbook, are designed for this purpose. Almost all of the problems in the Supplementary Notes, and the odd-numbered problems in the text, have solutions given at the back.

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Return to David Vogan's homepage