Project
guidelines and requirements
Project
1
Samples
of excellent student project
reports , from past semesters in other classes.
Project
2
Project 3
Supplementary
homework problems - linear and exponential functions numerically
presented
Rice
Lane (Amity, OR) distance/elevation data.
Using the RECTNGL program on a TI-83/84
The flying wing controversy - was that critical point a maximum or a minimum?
(The link gives you the first page of a Science magazine article; see the last paragraph on that page.
Note that "vanishing of the first derivative" is an old-fashioned way of saying that the derivative equals zero.)
Chapter 5 Review questions: Riemann Sums, Definite integrals, rates of change, areas, and the Fundamental Theorem
Here's an old final exam from Fall 2004. [You will need the free Adobe PDF reader, usually already installed on most computers.]
As you might imagine, the course
has changed slightly since 2004, so there are items on the exam that we
didn't cover this term.
I have marked them, and changed a
few other problems to make them into topics we did cover this
term.
Finally, at the end, I have a list of (some of) the items we covered this term that are not covered on this old final.
(Every final leaves out something, but my list at the end are items that I will certainly consider putting on this semester's exam).
(Oooh, look, an answer key!)
willamette.edu