MATH 105/Section 210
This is the website for my (Jay's) section of MATH 105.
The common page for MATH 105 can be found here.
It includes a course description, course outline, grading policies,
links to Webwork, practice problems, and other information.
My e-mail: email@example.com
My Office: Auditorium Annex 131.
My Office Hours: Wednesdays, 10am-11am, and Thursdays, 12:30pm-1:30pm, in LSK 303D; or by appointment (arrange by e-mail).
In addition to the midterms, final, and Webwork assignments, I will
occasionally give quizzes on Fridays that will make up 6% of your final
grade. Quizzes will cover recent material and they will be
similar in difficulty to the practice problems listed on the common
The first quiz was on Friday, January 11.
The second quiz was on Friday, January 25.
The third quiz was on Friday, February 8.
The fourth quiz was on Friday, March 1.
The fifth quiz was on Friday, March 22.
FINAL EXAM REVIEW SESSION: The
final exam for Math 105 is on Monday, April 22. So I am going to
have a review session on Sunday, April 21. It will take place at IBLC 261 from 1pm
Since this is the day before the final, come with questions and problems that you have from your own studying.
ADDITIONAL PRACTICE PROBLEMS:
Now that we are at the main part of the course--integration--I thought
I should assign you some extra practice problems. I'll keep a
running list as we advance further into the book. Keep in mind
that while some of these may be the same as those on the common page,
they do not replace those problems assigned on the common page that I
Section 4.8: 2-9, 11-36, 38
Section 5.3: 33-40
Section 5.5: 4, 6, 8, 13-42, 44, 52-64, 78-80
Section 7.1: 7-22, 26, 27, 29-35 (Hint for 22: use a u-substitution
before you launch into integration by parts! Hints for 29-35:
maybe some of these integrands are the same as the indefinite integrals
Section 7.2: 9-16, 19-23, 25, 26, 29, 30, 32
Section 7.3: 4-10, 15-30
Section 7.4: 5-25
Chapter 7 Review: 2-19
(Note: All the extra problems I've given you are meant to give you extra practice with computing
integrals. That is a skill that it is essential to master if you
want to do well in this course. You should not only be able to
compute integrals, but you should be able to compute the simple
integrals quickly. That
is why I've given you so many problems--your goal should be to become
efficient enough that each integral from Section 4.8 takes you mere
Extra Note: Even though Midterm 2 has passed, I'm leaving up this list
in case you haven't gone through it yet and want to try them while
reviewing for the final.)