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Mee Seong Im (FALL 09-MATH241 MERIT AD7 with Tom
Carty)
Email Address:
mim2 (at) math (dot) uiuc (dot) edu
[OR] mim2 (at) illinois (dot) edu
Mailing Address: 250
Altgeld Hall, 1409 West Green Street,
Urbana, IL 61801
Office Address:
223 Illini Hall, 725 South Wright Street, Champaign, IL 61820
Location
Office Phone Number: 001-217-333-1898
Office Hours: 6-8PM Mondays in 145 Altgeld Hall
Fall 2009 MATH 241 Calculus III Class Link (a
link to instructor Tom Carty's website)
The textbook for MATH241 is Calculus, Sixth Edition
by James Stewart.
The Calculus III course meets in Altgeld Hall in room 314 MWF 9-9:50AM from August 24, 2009
Monday to December 9, 2009 Wednesday with instructor Tom E. Carty.
The final exam for this class will be given on December 17, 2009 Thursday, 8-11AM.
Merit discussion section AD7 will meet with me from 11-12:50PM
on Tuesdays and Thursdays in room 173
Altgeld Hall. Here is the merit syllabus. Please read
this as I will strictly adhere by it throughout the semester.
Here is the link to Illinois
Compass. You can check your MATH199 grade by logging-in to your account.
NOTE: Proficiency exams for MATH241 are handled by the main office in Altgeld Hall in room
273.
Lecturer Tom Carty's Syllabus
Office Hours by Day
| Monday | Tuesday | Wednesday |
|---|---|---|
|
10AM: Tom in 121 Altgeld 11AM: Tim in 108 Altgeld 12PM: Sun in 341 Illini Hall 1PM: Sun in 341 Illini Hall 6PM: Mee Seong in 145 Altgeld Hall 7PM: Mee Seong in 145 Altgeld Hall |
10AM: Cancelled 11AM: Cancelled 12PM: Kunwoo in B4 Coble Hall 1PM: Anton in B13 Coble Hall 2PM: Anton in B13 Coble Hall 3:15PM: Qiang in 7 Illini Hall 4PM: Qiang in 7 Illini Hall |
10AM: Tim in 108 Altgeld 11AM: Tom in 121 Altgeld 12PM: Geremias in 110 Altgeld 1PM: Geremias in 110 Altgeld 2:50-3:50PM: Jin Won in 141 Altgeld 4PM: Ser-Wei in 341 Altgeld 5PM: Ser-Wei in 341 Altgeld |
Homework: Go to this link or see above.
Quizzes: We had a quiz on MATH241 syllabus and this will be the only quiz for Tom's course.
- Trig Review: The following four pages consists of a quick review leading to the proofs of
the
trig addition formulas.
- Law of Cosine and Lagrange's Identity (Law of Sine):
Mock Exams and Selected Solutions: I strongly suggest that you don't just memorize the solutions to these problems. Instead, attempt them on your own without anyone else's help. When you're done solving a problem by yourself, go to the solution link and check your answer. If you get stuck, spend another 5 to 15 minutes thinking about the problem before you look at the answer.
To prepare for these exams, you should focus on homework problems, discussion worksheets, and lecture notes.
-
Tuesday and Thursday
In-Class Mock Exams I from September 22, 2009 and September 24, 2009
-
Tuesday Night (Take-Home) Mock Exam I from
September 22, 2009
- Tuesday Mock Exams II from October 13,
2009
- Tim's AD6 Mock Exam II (I can't post another TA's exam without his
permission. Please ask one of
my students for a copy of the exam)
- Tuesday Mock Exams III
from November 10, 2009 IMPORTANT: On Mock Exam 3, Version 2, problem
#33 has been
REMOVED as of Tuesday Nov 10, 2009 1:25PM. Although you
DO know how to change the domain D on the
xy-plane to a new domain R on the rθ-plane, you don't know how to integrate over the new
domain R on the rθ-plane.
Problems dealing with double integration over general regions have been added as of Sunday Nov 8, 2009 3:00PM. Flow line problems have been added as of Saturday Nov 7, 2009 9:50AM.The exam will cover Taylor Polynomials up to double integration over general regions. (None of the problem should be hard at all but if it is, skip it and come back to it. Work on these problems thoroughly, correctly, and slowly (if you need to). These problems should help you to organize the most recent course material.)
- REMEMBER TO KEEP REFRESHING THIS PAGE IN CASE I HAVE UPDATED THIS
WEBPAGE. If
there
appears to be any typos
in the solutions, let me know and I'll fix them. One of your peers found minor
typos to Mock Exam 3 Version
2, problems 25, 26, and 27.
I'll go to the pdf file and edit them. 6:04PM Wednesday.These problems have been fixed.
Please remember to thank your devoted and hardworking TAs Anton Lukyanenko and Geremias Polanco Encarnacion for helping me with writing up the solutions.
- Mock Exam 3 Version 1 Solutions
- Problems 1-7
- Mock Exam 3 Version 1 Solutions - Problems 8-17
There are currently being corrected. 6:04PM Thursday.Sorry it took so long. A lot of the problems had to be fixed. I'm also very tired so I wasn't able to fix some of them as a presentable solution set. Please do your best to go through them one at a time. If you already worked on these, just check your final solutions. You don't have to spend time reading the details that are all over each page. 9:48PM Thursday Therearewere a few typos here (for example, the correct answer to 9c. is div F=0 so F is incompressible. Also for 9e., F is not conservative because the domain for F is R2-(0,0). If F WERE conservative, then F should satisfy all FOUR equivalent conditions from the worksheet last week. But check to see if the integral of F over a simple closed curve (like a circle of radius 1) is 0. If not, then F cannot be conservative). Please let me know if you find any more mistakes and I'll update them as immediately as possible.
- Mock Exam 3 Version 1 Solutions - Problems
18-22
- Mock Exam 3 Version 2 Solutions - Problems 1-19
- Mock Exam 3 Version 2 Solutions
- Problems 20-22
- Mock Exam 3 Version 2 Solutions -
Problems 23-25
- Mock Exam 3 Version 2 Solutions
- Problems 26-28
- Mock Exam 3 Version 2 Solutions
- Problems 29-31
- Mock Exam 3 Version 2 Solutions
- Problems 32-33 (problems 33 was recently removed because this type of problem
will not be
on the exam.)
- REMEMBER TO KEEP REFRESHING THIS PAGE IN CASE I HAVE UPDATED THIS
WEBPAGE. If
there
appears to be any typos
in the solutions, let me know and I'll fix them. One of your peers found minor
typos to Mock Exam 3 Version
2, problems 25, 26, and 27.
- Tim's AD6 Mock Exam
III
- Mock Exam 3 Version 3 Solutions
- Question: what are the conditions for Fubini's theorem? That is, when can
you use Fubini's theorem? As long as f is integrable (or f is
continuous) on its domain, then you can switch the order of integration:
∫ ∫ f(x,y) dxdy= ∫ ∫ f(x,y) dydx.
Online Calculus III Videos: Watch these lectures with a friend over pizza, ice cream, or chips. Don't make it as a chore, but instead make it a fun activity!
- Calculus I, II, and
III video lectures from NC State University
- Calculus
III lecture videos from NC State Vectors, vector algebra, and vector
functions. Functions of several variables, partial derivatives, gradients,
directional derivatives, maxima and mimima. Multiple integration. Line and
surface integrals, Green's Theorem, Divergence Theorems, Stokes' Theorem, and
applications. Use of computational tools.
- MIT's
Calculus III video lectures (Click on Video
Lectures after clicking on the link)
Topics include vectors and matrices, partial
derivatives, double and triple integrals, and vector calculus in 2 and 3-space.
Exams: For the solutions to the current exams, go to this link. To practice 50-minute exams from previous years, go to this link.
- Exam 1 - Friday September 25, 2009. For the
9AM
class, students with last names starting
from A to Lorentz in 314 Altgeld Hall, and students from Lu to Z in 100 Noyes Lab. For
the
2PM
class,
students with last names starting from G to Z in 314 Altgeld Hall, and
students from A to F in 217 Noyes Lab.
- Exam 2 - Friday October 16, 2009. For the
9AM
class, students with last
names starting from A to Lorentz in 314 Altgeld Hall, and
students from Lu to Z in 141 Loomis. For the
2PM
class, students with last names
starting from G to Z in 314 Altgeld Hall, and
students from A to F in 217 Noyes Lab.
- Exam 3 - Friday November 13, 2009. For the
9AM
class, students with last
names starting from A to L in 314 Altgeld Hall, and
students from M to Z in 100 Noyes Lab. For the
2PM
class, students with last names
starting from G to Z in 314 Altgeld Hall, and
students from A to F in 217 Noyes Lab.
- Exam 4 -
Final Exam:
AL section:
BL section:
Academic Dishonesty: See Tom's website and syllabus.
UIUC Math Tutoring Services Educational Services-Counseling Center
- Mock Exam 3 Version 3 Solutions
| Department
of Mathematics 273 Altgeld Hall, MC-382 1409 W. Green Street, Urbana, IL 61801 USA Telephone: (217) 333-3350 Fax: (217) 333-9576 Email: office@math.uiuc.edu Last Updated: November 9, 2009 |