Final Exam: Monday, December 21, 9 AM - 11 AM in Huntsman Hall, f85 (seven of you, who receive my email, will have the exam in G06 due to the size of f85).
Review Session: Thursday, December 17, 4PM in A6, DRL
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. Material new to the final exam not covered
on Exams I and II) will be given roughly double the emphasis it would
otherwise receive.
The two-hour exam will contain roughly 12 multiple choice problems and 4
free response problems.
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.
Practices:
Exam Procedures: