The following links point to important information about the operation
of the course. Students are expected to be familiar with the policies
and procedures described. Additional information will be posted here
throughout the term. Students should check back periodically.
Course Information • ∫ ∂ •
Exam 1 Materials • ∫ ∂ •
Exam 2 Materials • ∫ ∂ •
Final Exam Materials
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How to get help:
Suggestions:
- Try to work on math every day. It takes time to understand these concepts
and it's better to study for some time each day than for a longer time once
or twice a week.
- After you read a problem in the text, cover up the solution and see
if you can work it yourself without looking at the text. If you have trouble,
uncover
just enough of the book's solution to get yourself started again. Keep going
until you finish the problem. Make a note to come back and try that one again
with the answer covered. After all, if you have trouble when you've just read
the solution in the book, how are you going to do that problem on the
exam?
- Most importantly, go home and try the homework the night after the
class in which the section is discussed. That makes it easier to understand
the discussion of HW problems at the next class. It also makes it easier
to remember how to do the problems when exam time rolls around!
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Prof. Soffer's online review, Part I
Prof. Soffer's online review, Part II
Here are the problems for Prof. Soffer's review
Formula Sheet for Exam 2
Study Suggestions for Exam 2
Prof Ferry's review sheet for Exam 2
More practice problems for Exam 2 from Prof Ferry
Version of Exam 2 given by Prof Sims in fall 2005 (no solutions)
Version of Exam 2 given by Prof Sims in fall 2005 (solutions)
Version of Exam 2 given by Prof Sims in spring 2006 (no solutions)
Version of Exam 2 given by Prof Sims in spring 2006 (solutions)
Version of Exam 2 given by Prof Greenfield in spring 2005 (no solutions)
Version of Exam 2 given by Prof Greenfield in summer 2006 (no solutions)
Note: The fall exam covered Sections 3.6 to 4.6 of the text. The
spring exam covered Sections 3.5 to 4.7. The coverage will vary from
class to class.
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The final will be a cumulative, closed book exam.
Student prepared formula sheets will not be allowed. An official formula sheet (see the copy below) will be provided. Calculators MAY NOT be
used on the final exam. Check the Math Department homepage for the final exam locations.