Announcements:

Announced 3/6/2017: Here is the Final Exam Seating Chart
Announced 3/2/2017: Here is my last group of postings:
- Here is my End of Week 9 Newsletter, read this!
- A final review checklist: You can ignore center of mass (centroid)
- The final exam archive: You can ignore center of mass (centroid)
- Chapters 8.3, 9.1, 9.3, 9.4/3.8 Review: You can ignore center of mass (centroid)
- A basic discussion of basic differential equation applications.
- For your own interest, here are my review sheets on basic differential equations that I give my students in Math 307 in the first two weeks. Some of this is beyond the scope of this course, but for the most part you can understand what is posted and this would increase your depth of understanding:
  - Math 307 Basic Application Practice
  - Math 307 Discussion of Basic Applications
Announced 2/23/2017: Some new materials:
- Here is my End of Week 8 Newsletter, read this!
- Here are the Exam 2 Solutions
- Check out the Lecture Materials.
Announced 2/16/2017: Some new materials:
- Here is my End of Week 7 Newsletter, read this!
- A Review of 7.7 and 7.8.
- Don't forget to check out the Dr. Loveless Exam Archive and the Math 125 Exam 2 Departmental Archive.
Announced 2/7/2017:
- Here is my End of Week 6 Newsletter, read this!
- Here are 30 Random Integrals directly from old midterms and here are comments and answers
- Here are 11 integrals to practice along with Full Solutions.
- Here are 12 more random integrals to practice and Full Solutions
- Here are some overheads from lecture that review integration.
- Here is a Flowchart of the Integration Methods.
- Here is the most updated list of integrals we know in one step. These integrals, and only these integrals, are the ones you can quote and use in one step on the tests, all other integrals require that you show work.
- And a thorough discussion and review of all the integration methods.
Announced 2/2/2017: Please see if the following postings will help:
- Here is my End of Week 5 Newsletter, read this!
- Here is a list of all the basic integrals you need for the homework.
- Here are 7 basic integration by practice problems and 5 very challenging integration by parts problems.
  Full solutions to the first seven: solutions to the first seven
  Full solutions to the five very challenging problems: solutions to the 5 challenge problems.
- Here is a discussion of all the essential trig identities that you need for 7.2 and 7.3.
- And here is a Summary of cases for 7.2 Trig integrals.
Announced 1/30/2017: Here are Exam 1 solutions. Grade information will be announced on Wednesday in lecture.
Announced 1/22/2017: Check these out:
- Here is my End of Week 4 Newsletter, read this!
- Here are Exam Rules and Advice
- Here are review of 6.4 (work) from lecture: includes summary of units, summary of all methods, and discussion of homework. It would be good to read this, then read the example problems posted below.
- Compilation of old Work problems from my old exams and full solutions.
- Large compilation of Work problems from old finals and full solutions written by me.
- Here is a quick, basic overview of sections 6.4 and 6.5
Announced 1/18/2017: Check these out:
- Here is my End of Week 3 Newsletter, read this!
- Check out this quick review for exam 1.
- Don't forget that you can find prepared lecture materials through the link at the right of this page (included are exam 1 review lecture materials).
- An overview of 6.1, 6.2, and 6.3 that will be what we are discussing this week (and it is the last topic before the first midterm).
- If you having trouble choosing "dx" or "dy", try this exercise four practice problems (from lecture) for finding the area between curves
  and solutions. For all problems in chapter 6, you start by choosing "dx" or "dy" in the same way as these four problems!
- Here is an old quiz that I gave on u-substitution (solutions included). Students told me this quiz was hard, so try these out and see if you can do these "hard" substitution problems.
- Rememember, to check out Dr. Loveless' Exam Archive which contains many old exams by me with full solutions. You should also look at all the old exams in the math department's exam 1 archive.
Announced 1/12/2017: Here are some new postings:
- Here is my End of Week 2 Newsletter, check it out!
- Here is a a list of the integrals you can do in one step. Up to section 5.4, the only integration method is "simplify and hope". That is, simplify your integrand, and hope that you end up with something in this table.
- Section 5.5 is about changing the independent variable (or substitution), here is a supplement on some of the theory behind u-substitution.
- Here is a list of basic integral practice problems and here are solutions.
Announced 1/5/2017: I will post several review sheets throughout the term, so check back frequently. Here is my first group of postings (they can also be found at the lower right part of this page):
- Here is my End of Week 1 Newsletter, check it out!
- Here is an overview of chapter 5
- Here is a summary of the steps in constructing a Riemann sum (You may want to bring this to class).
- List of Basic Antiderivatives. Currently, our only integration techinique is to simplify the function algebraically into a sum of functions in this table. With our current methods, we can only find antiderivatives of sums and constant multiples of functions that look EXACTLY like the functions in this table.
- Riemann Sums (pdf): This is a copy of a couple of the overheads from my 5.1 lecture concerning approximating rectangles. In addition, it includes most of the solution to problem 5.1/24 on the second page.
- Calculus I Review (pdf): Contains a table of the basic derivatives, the basic derivative applications, and finishes with a review of trig and algebra (you received a copy if you attended quiz section).
Announced 12/30/16: Welcome to Math 125! This webpage contains the course syllabus, the homework schedule, a course calendar and links to Math 124 material. Throughout the quarter I will be posting numerous review sheets and announcements. Please check back regularly.

Some notes about the first week of the quarter:
- Your first homework assignment will be visible the first day of class. Most assignments will be due on the Wednesday of the week after they appear (typically about 8-10 days after they first become visible). The most accurate due dates can be seen on webassign.
- General course information can be found here.
- All students must have access to Webassign in order to do the homework. The access you purchase for Math 124 will also work for 125, 126, and 324 (only one code needed for these four courses since they all use the same book). For information on how to purchase access, follow the link below and read carefully: Webassign Purchasing and Log-In Instructions.
- 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.

Math 125 A & B: Winter 2017

Lecturer:

Old Exams

Midterm Exam Details

Final Exam Details

TAs:

Announcements:

Essential Resources:

Course Material:

Other UW resources: