Math 104 Section 002 - Fall 2009
Final Exam Curve:
72 and above A
70-71 A-
68-69 B+
56-67 B
54-55 B-
53 C+
34-52 C
31-33 C-
26-30 D
25 and below F
Our Class Avg.: 63.6
Our Distribution:
61 A (41 %)
44 B (30 %)
40 C (27 %)
2 D (1 %)
2 F (1 %)
Final Exam Monday December 21st 9-11am in Chem 102
Makeup Final Exams are rarely given (if you have 3
finals on the same day or severe illness).
The Makeup Final will be given in the second week of the Spring
Semester (January 20th).
If you have cleared it with me, you will receive an "I"ncomplete for
your course grade and once I recieve and grade your makeup exam, your
grade will be changed into the appropriate letter grade.
The final exam is cumulative (covers material on Exams I and II as well
as new material).
Material new to the
final exam not covered on Exams I and II will be given roughly double
the emphasis it would otherwise receive.
Material new to the final exam:
Chapter
12, sections 9-10 are covered. Section 12.11 is not covered, and should
be considered a source for material similar to the end of chapter
problems and the inessential applications.
--> In 12.9, be
sure not to miss the statement of Theorem 2 on differentiation and
integration of power series, and conclusions regarding the radius of
convergence.
--> In 12.10, please be sure not to miss
Taylor's inequality (Theorem 9). Particularly useful series are given
in Table 1 on page 779.
Chapter 10, sections 1-3 are covered,
except for the material on orthogonal trajectories and the applications
to mixing in Section 10.3. Also please read and understand the
discussion of the qualitative behavior of separable equations on the
plenary website under "other course materials" (this concerns testing
for horizontal and vertical asymptotes of solutions to separable
equations).
Chapter 18, section 4 is covered.
Practice Final Exam Part
1 Part
2
Chapter
12 Supplemental Problems (page 1 is a repeat of previous problems)
Chapter
10 Supplemental Problems
Practice
Problems on New Material (~200 problems all new material except
18.4)
Section
18.4 Practice Problems
Old
Math 104 Final Exams
Extra
notes on Section 10.3 These notes explain how
to tell qualitative behavior
(asymptotes) of a solution to a separable first order differential
equation.
Notes
on Taylor's Remainder Theorem used to explain error involved in using
the Midpoint Rule
You will be allowed both sides of a standard 8.5" X 11" sheet of
paper (cheat sheet) on which you can
put anything you desire. It must be hand-written (I'll allow you
to shrink down a version of the unit circle).
You'll
find that
making the cheat sheet is an excellent way to review the material.
No calculators of any kind are permitted on the
exam.
Your student ID should be on your desk during the
exam.
Exam 2 Information
Exam
1 Information