Math 124 Section 5, Fall 2003
Instructor: David Glickenstein
Office: Mathematics 213
Office Phone: 621-2463
Office Hours for finals week: Friday 10, Monday 10 ( in Mathematics 213)
Email:glickenstein@math.arizona.edu
Final
The final will be given Monday December 15 between 2 and 4 PM in M. LNG 350. Be sure to be on time!
Problems for Tuesday December 9
Please try to do the following problems in the packet. If there is a * after a
problem, then I think it is hard and should especially be looked at. Problems:
40,41,43,45,47,48*,58*,59,60*,61*,64,65,66,74,75,76,79,83,87,93,100,102,103,104
Problems for Monday December 8
Please try to do the following problems in the packet. If there is a * after a problem, then I think it is hard and should especially be looked at. Problems: 1-6, 9*, 10, 13, 15, 16, 22, 46, 50*, 62*, 63, 67, 91*, 92.
Practice problems solutions for test 4
Important Web Pages
Current homework assignment (Not to be collected)
Section 6.3,6.4,6.5,7.1 in "Tentative Homework."
Be sure to write neatly in complete sentences on reasonable paper
and to staple your pages together.
Answers to even problems from this week
Here are answers from the even problems from 6.3-7.1
Previous homework assignments
- Due August 30: Section 1.1 and 1.2 in "Tentative Homework."
- Due September 5: Section 1.3, 1.4, 1.5, and 1.6 in "Tentative Homework."
- Due September 12: Section 1.7, 2.1, 2.2 in "Tentative Homework."
- Due September 19: Section 2.3,2.4 in "Tentative Homework" and
Problem 4 from the exam.
- Due September 26:
Section 2.5,2.6, and 2.7 in "Tentative Homework" and the following:
Write instructions as to how to estimate the derivative of any given a
function f at a point a. Assume that the reader has no knowledge of
calculus, only a rudimentary knowledge of how to evaluate functions
(for instance, at the level of a computer, which knows nothing
you don't tell it).
- Due October 3:
Section 3.1, 3.2, 3.3, 3.4 (only 31, 34, 45, 46, 47)
-
Due October 13:
Section 3.4 (numbers 53,54,55,60,66,69), 3.4 (all),
3.6 (numbers 39,47,50,52,54\)
-
Due October 17:
Section 3.6 (rest), 3.7
-
Due October 24:
Section 3.8, 3.9, 3.10
-
Due October 31: Section 4.1 (except #45), 4.2, 4.3 and find the
critical points, local max/min, intervals of increasing/decreasing, inflection points,
intervals of concave up/down for the function f(x)=(x^2 + 2x)^2.
-
Due November 7: Sections 4.5.4.6
-
Due November 21: Section 5.1,5.2,5.3,5.4
-
Due November 26: Section 6.1,6.2
Class Information
Here are practice problems for test 3. Some cha\
nges were made to problems Tuesday morning which were not answerable. Here are the answers.
Note that these do not necessarily represent all of the possible types of probl\
ems for the test. Be sure to go over homeworks, classwork, notes, and the book.
Here is the handout of 3 optimization problems from class
on November 3.
Here are the practice problems for test 2.
And here are some answers.
Resources
