Math Department Course Outline
Syllabus part 1: Course information page, Tim Pilachowski’s sections (textbook, academic honesty and grading information)
Syllabus part 2: Course schedule, Fall 2012, Tim Pilachowski’s sections (important dates, including exams)
You are welcome to attend any of these hours, even those for another TA.
01** Discussions meet Wednesday with their Mathematics TA and Friday with their Life Science TA.
02** Discussions meet Monday with their Mathematics TA and Wednesday with their Life Science TA.
The Instructors and TAs are:
Karin Melnick 
Instructor 01** 
Tu 45:30, Th
3:305, MTH4412 

Tim Pilachowski 
Instructor 02** 
MWF 11noon, TuTh 1011, MTH3316 

Jinxin Xue (01**) 
Wed 0111213141 
MTuW noon1, MTH1305 

Elise Larsen (01**) 
Fri 0111213141 
M 10:3011:30, F noon1 & 45, BPS3221 

Hechao Sun (02**) 
Mon 0211213141 
Tu 25, MTH3301 

Yonathan Cwik (02**) 
Wed 0211213141 
Th 14, HJP1340 
Testbank archives of past exams Search the testbank for MATH131, leaving Instructor, Year and Term as “Any”. MATH141 and MATH221 will be of some limited usefulness.
All tests are in Acrobat (.pdf) format, and many print well. For ones that don’t, you can choose the “Select Image” tool, highlight each page as a block, copy it, paste it as a picture into a blank wordprocessing page, and print from there.
Math Success walkin tutoring
Mathematics Department walkin tutoring schedule —Tutors of Math 141 and 221 may be able to spend some time with you, once they deal with students in their courses. However, your prime source for Math Dept. help will be the Instructors’ and TAs’ office hours listed above.
Office of MultiCultural Student Education (OMSE)
Mathematics Tutorial Databank (online tutorials – Follow the Math 140 – Calculus I link or the Math 141 – Calculus II link.)
Pilachowski's Rules of Mathematics
Need a reminder about basics? What Is a Fraction?, Fraction Computation
Tim Pilachowski's Calculus jingles
Lecture 8.1, Lecture 8.2, Lecture 8.3, Lecture 8.4, Chapter 8 summary – things you should know
Lecture 10.1, Lecture 10.2, Lecture 10.3, Lecture 10.4, Lecture 10.5, Chapter 10 summary
10.1 extra GaussJordan algorithm (provided by Tim Pilachowski)
10.5 extra Eigenvalues and Eigenvectors (provided by Justin WyssGallifent)
Samples for Exam 1 131 exam1s1, 131 exam1s2 and solutions for 131 exam1s2 (provided by Justin WyssGallifent)
Lecture 9.1, Lecture 9.2, Lecture 9.3, Lecture 9.5, Chapter 9 summary
Lecture 11.1, Lecture 11.2, Lecture 11.3, Lecture 11.4, Chapter 11 summary
11.12 extra Exponential, Limited and Logistic Growth (provided by Tim Pilachowski)
11.4 extra Linear Systems of DEs (provided by Justin WyssGallifent)
11.5 extra Nonlinear Systems of DEs (provided by Justin WyssGallifent)
Samples for Exam 3 131 exam2s1, 131 exam2s2 and solutions for 131 exam2s1, solutions for 131 exam2s2 (provided by Tim Pilachowski)
Lecture 12.1, Lecture 12.2, Lecture 12.3, Lecture 12.4, Chapter 12 summary
12.3 handout 131 12.3 supplement conditional probability & Bayes Theorem (provided by Tim Pilachowski)
Lecture 13.1, Lecture 13.2, Lecture 13.3, Lecture 13.x Central Limit Theorem, Chapter 13 summary
13.x handout The Central Limit Theorem and solutions for Central Limit Theorem supplement (provided by Tim Pilachowski)
Samples for Exam 3 131 exam3s1, 131 exam3s2 and solutions for 131 exam3s2 (provided by Justin WyssGallifent)
Chapter 14 Document (i.e. “textbook”) Discrete Dynamical Systems (provided by AddisonWesley/Pearson Publishing)
Lecture 14.1, Lecture 14.214.3, Chapter 14 summary
Samples for the Final Exam 1 131 examfs1, 131 examfs2 (provided by Justin WyssGallifent)
solutions for 131 examfs1 (provided by Tim Pilachowski), solutions for 131 examfs2 (provided by Justin WyssGallifent)