This is the second term calculus course with laboratory. It is the continuation of Math 31L and covers integration, applications of integration, modeling with differential equations, series and probability. There are three lectures per week meeting

with laboratory sections meeting for each class on Thursdays. Attendance is required for all lectures and labs. Missed classes and assignments will be excused at the instructor's discretion and will usually require a dean's excuse for make-ups. Homework assignments can be found on the daily course outline handed out in class. Homework is collected weekly (roughly, 10 assignments total) and graded. Your grade in the class is computed using the formula:

The laboratory portion of the class consists of nine investigations into various applications of calculus. These investigations have nine lab assignments to be turned in over the course of the term, with the Normal Data Sets lab counting for two of these. Grading for these assignments will be on the quality of the written material as well as the mathematical accuracy of what is turned in. The final exam is standardized over all sections of 32L and is given as a group. This term, the math block final exam is on

in

You can email me if you have questions.

You may also want to look at the departmental syllabus (requires Adobe Acrobat Reader) or departmental home page for Math 32.

Here are some supplemental study guides for the class.

• List of topics for Exam I, Exam II, and Exam III
• Practice Problems for Exam I, Exam II, Exam III
• Homework Assignments

Here are solutions to the problems for the exams (available only a couple of weeks after each exam).

• Exam I Solutions
• Exam II Solutions
• Exam III Solutions

Some miscellaneous items to take a look at:

• Click Here for a program for your TI-83 that computes Right, Left, Mid, Trap and Simp for a definite integral from A to B with N subdivisions for a function listed as Y1 on your calculator
• Here are some Maple (version 6) worksheets to accompany the class. They've been split into sections because of file size problems, particularly in the systems of differential equations portions. They probably won't work with earlier versions of Maple. You might need to download and install Maple from Duke OIT to use it. Here is a Maple tutorial for integral calculus.
  • the worksheet for exam I
  • the worksheet for exam II
  • the worksheet for exam III, the phase plane worksheet, and the SIR lab worksheet
  • You can still get it all as one file (~2mb)
• Click here for the general period Fourier series worksheet (or as a .pdf).
• Click here to view/print the Fourier Lab quiz (pdf).
• Click here to view/print the SIR LI Lab worksheet (pdf).

Check back often for updates. You can also find some interesting information at the Math Department First Year Student Page.