This page contains information for instructors and students of Math 126. Note to the students Sample Schedule (Sections and Topics covered in a typical quarter)

Math 126 Note to Students Welcome to Math 126. This is the third quarter of an introductory course in calculus. What makes this course interesting? The use of calculus and its consequences cuts across many disciplines, ranging from biology to business to engineering to the social sciences.

Math 126 Final Exam Archive All files are in .pdf format; you will need Adobe Acrobat Reader or a similar viewer (such as xpdf for all you Unix/Linux fans) to open these files. Use the "source" links if you would like LaTeX sourcefiles for the sheet. Warning: The syllabus may change from time to time. Some problems on these exams may not relate ...

Course Objectives: Math 126 covers a collection of somewhat diverse topics: vectors and vector functions, polar coordinates, calculus on vector functions, dot products and cross products, lines and planes, curvature, multi-variable functions, partial derivatives, optimization, tangent planes, double intergrals, Taylor polynomials and Taylor series.

Math 126 Sample Schedule. The following is a sample schedule for Math 126 from a typical Spring Quarter. It shows ten weeks with one holiday on a Monday. Exam I usually covers through Section 13.3 or 13.4 and Exam II through 15.4. The final exam is cumulative.

Professor of Mathematics Department of Mathematics University of Washington Box 354350 Seattle, WA 98195-4350 Phone: (206) 616-1378 Fax: (206) 543-0397 [email protected]. Seminars UW Algebra Seminar Math Links UW Math Library Mathematics Information Servers MathSciNet Search Find a math preprint on xxx Tex Help

A grade of 2.0 is required to move from Math 126 to various other classes. I typically tell students that you need to average above 75% on your exams to ensure that you will get the necessary 2.0 to move on. Anyone that has a course percentage below 50% at the end of the term gets a …

Math 126 Exam II Archive All files are in .pdf format; you will need Adobe Acrobat Reader or a similar viewer (such as xpdf for all you Unix/Linux fans) to open these files. Warning: The material that appears on each midterm may vary a bit from quarter to quarter.

All our course interaction, quizzes and live content will be on my Math 126 A, C and D Canvas Course Page. You will find pre-recorded video lectures, discussion boards, lecture quizzes, and links to live-stream lectures.

The common final exam for all Math 126 students will take place on Saturday, March 15, 5:00-7:50pm. The final exam will cover "Taylor Notes" and Chapters 10-15. Here is Archive of Old Final Exams.