Lecturer:

Dr. Andrew D. Loveless
aloveles@math.washington.edu
Office: Padelford C-339
Office hours: Click Here

Old Exams and Course Material:

Recipe for Success In 124/5/6

Dr. Loveless Exam Archive

Math Dept Exam 1 Archive
Math Dept Exam 2 Archive
Final Exam Archive

Worksheets

Worksheet 1
Worksheet 2a
Worksheet 2b
Worksheet 2c
Worksheet 3
Worksheet 4
Worksheet 5

Midterm Exam Details:

Read syllabus for exam rules.
Exam 1: Thur, Apr 19
Exam 2: Thur, May 17
Location: in Quiz section

Final Exam Details

Final exam: Saturday, June 2nd
Time: 5:00-7:50pm
Location: Kane 130

TAs:

Zijian Li (BA, BB)
zijianli@uw.edu
Shuntao Chen (BC, BD)
shuntao@uw.edu
Collin Litterall (CA, CB)
collindl@uw.edu
Olivia Borghi (CC, CD)
oliviabw@uw.edu

Welcome!

Announcements:

Announced 5/24/18: My last list of review material:
- Week 9 Newsletter
- Final Exam Facts Summary: A brief summary of everything we've done.
- Taylor Series Quick Summary Sheet.
- Final Review Worksheet and Solutions.
- Taylor Notes
- Here is a detailed Overview of Taylor Notes 1, 2, and 3.
- Here is a detailed Overview of Taylor Notes 4 and 5.
- And remember that any and all of the exams in the math department old 126 final archive are good to study.
- Just for your interest (won't be on your test): Old honors worksheet on some Taylor series application.
Announced 5/21/18: Here are Exam 2 Solutions
Announced 5/17/18: Please check out the following:
- Week 8 Newsletter
- Here is a detailed Overview of Taylor Notes 1, 2, and 3.
- Here is a detailed Overview of Taylor Notes 4 and 5.
- Here is a Taylor Series Fact Sheet.
- Taylor Notes: This is the text for what we are covering now.
Announced 5/10/18: Please look at the following:
Announced 5/3/18: Please check out the following postings:
- Week 6 Newsletter
- 15.1 Review.
- 15.2 Region Practice - Solutions
- 15.2 and 15.3 Review.
- Here is a list of integrals we know in one step. These integrals are the main ones from Math 125 that we quote in one step. For all others, we use some technique to simplify to one of these.
- If you are worried about your integration skills, start with this warm up: Here are 24 very basic integrals (they only require simplification or substitution and should be very easy) and here are the solutions.
- In section 15.3, you will need to be able to integrate trig functions well. Here are a few examples integrals involving powers of sine and cosine.
- There may be a few problems that require other techniques. You are expected to know all integration techniques from Math 125. If you don't remember a technique here is more review (also you can find all techniques in the book, 7.1-7.5):
Announced 4/26/18: Check these out:
- Week 5 Newsletter.
- Partial Derivatives Examples and a Review of Derivative Rules (including implicit differentiation).
- 14.3 Review.
- Here is an overview of max/min facts from calculus 1 and calculus 3.
- 14.4 and 14.7 Review: This review sheet contains additional fully worked out examples for: linear approximation, differentials, classifying critical points, and global max/min.
Announced 4/23/18: Here are Exam 1 Solutions
Announced 4/19/18: Here are a few more postings:
- Week 4 Newsletter
- 10.3 Review (Polar Coordinates)
- Trig Fact Sheet
- 13.3, 13.4, and 14.1 Review (Read this for an example of how to do 14.1 HW problems)
- 14.3 Review
- Partial Derivatives Examples and a Review of Derivative Rules (including implicit differentiation).
Announced 4/11/18: Here are a few more postings:
Announced 4/5/18: Here are a few more postings:
- Week 2 Newsletter
- 12.5 Summary
- 12.5 Visuals and Derivations
- 12.5 Flowcharts
- 12.5 Practice Problems and full solutions: I strongly advise that you attempt these problems on your own in addition to the homework.
- 12.6 Summary Notes: Please print these off for reference, we are discussing names and several 3D shapes and it is nice to have the pictures from these lecture notes for reference.
- Conic Sections: This is an optional supplement that lets you know what conic sections are and it gives a visual of the shape of a hyperbola.
Announced 3/29/18: Here are my first review postings, check them out:
- Week 1 Newsletter.
- Overview of 12.1-12.4: quick overview.
- Review of 12.1: more detailed review of this section with examples (also a full review of how to complete the square).
- Review of 12.2: reference sheet of some basic vector facts you need.
- Review of 12.3: summary of the dot product and its applications.
- Review of 12.4: summary of the cross produce and its applications.
- Review of 12.5: lines and planes
- Visual Descriptions of 3D Lines and Planes: Study this before lecture next Wednesday.
- A supplemental discussion on vectors and physics: This is just for your own interest (most of this is not covered on the exam), but it may better help you see the applications in the vectors and vector operations we have been discussing in class.
Announced 3/21/18: Important textbook and Webassign information:
- General course information can be found at the Math Department 126 Website.
- Your first homework assignment will be visible the first day of class. Note: UW students need to use a special login page for webassign. (You can log-in for free as part of the two week trial period even if you haven't puchased webassign yet. So everyone has access to the homework on the first day of class.): https://www.webassign.net/washington/login.html.
- All students must have access to Webassign in order to do the homework. If you purchased lifetime-of-edition access for Math 124 or Math 125, then it will also work for 126, and 324 (only one code needed for these four courses since they all use the same book). In which case you won't be asked to enter a code again and you can just log-in. If this is your first calculus course at UW, then follow the link below: Least Expensive Option to Purchase Access Online

Math 126 B and C: Spring 2018

Lecturer:

Old Exams and Course Material:

Worksheets

Midterm Exam Details:

Final Exam Details

TAs:

Welcome!

Announcements:

Essential Resources:

Course Material:

Supplemental Review Materials:

Other UW resources: