Click
to get the Extra Credit Assignment - Due at the time of the final exam
Click
to get the paper Review for the final exam
Click
to get the solutions for the review
Sample
exam from a past semester (note - sometimes different material is
emphasized)
Welcome to Math 170 Fall 2011
You will find information here about using MyMathLab, when tests are
scheduled, links to syllabi, test reviews and more.
Instructor:
Cynthia Piez
email:
cpiez@uidaho.edu
Phone: 885-5976
Office:
Brink Hall 321
Office
Hours: MW
1:00 pm 2:00 and T R 10:00 to 11:00, or by Appointment if these times
dont work for you.
Course
Website for all sections:
http://www.class.uidaho.edu/cpiez
Click on the Math 170 button.
Link
to modules:
http://www.sci.uidaho.edu/polya/math170/modules/
MyMathLab
the on-line homework software:
http://portal.mypearson.com/cclogin.jsp
Course Syllabus
Volume links to see interactive 3-D sketches to
illustrate what we are doing are below. You have to cut and paste the
link. Happy Exploring!
solid of revolution with disks: http://higheredbcs.wiley.com/legacy/college/mccallum/0470131586/applets/ch8/hh_fig_8_16a.htm
Washer: http://web.monroecc.edu/manila/webfiles/calcNSF/JavaCode/other/myWasher1.htm
Washer: around y = 3: http://higheredbcs.wiley.com/legacy/college/mccallum/0470131586/applets/ch8/hh_fig_8_18a.htm
Cylindrical Shell Method: http://web.monroecc.edu/manila/webfiles/calcNSF/JavaCode/other/myShell1.htm
If you go to: www.stewartcalculus.com
and then click on the following: Calculus 6E, then TEC, then Calculus 6E,
then Browse Visuals and Modules, then Chapter 5 Integrals, and finally
Fundamental Theorem of Calculus (there are some other things that it might be
fun to explore).
You can look at a series of functions, vary x and
produce the function y = F(x). Look especially at function 2 & 4 where
the original function y = f(t) is sometimes positive and sometimes
negative. You can then see the accumulation of area graphed in the second
graph. Finally by clicking on Derivative of F(x), after you have completed
the graph - and dragging x, you can see that you get the graph of the original
function y = f(t), but in terms of x.
The programs I mentioned for being able to
approximate definite integrals can be found at the homework link. The
program can be very helpful for Calc. 2.
To access the modules to view and then print out go
to: http://www.sci.uidaho.edu/polya/math170/modules/
