| Course Outline: | The theory of limits, differentiation, successive differentiation, the definite integral, indefinite integral, and applications of both the derivative and integral. This course satisfies the A2 category of the University Core Curriculum. |
| Prerequisites: | MATH 115 or 118 (with a grade of C or better) or satisfactory placement. |
| Textbook: | Single Variable Calculus by James Stewart, 6th edition (2008). |
| Office Hours: | See webpage. |
| Syllabus: | Syllabus, Course Outline and Tentative Schedule |
You can check your grade by logging into Blackboard. You can also access Blackboard through MyUSI.
Note:
If you're unable to read the
PDF files on this page (the worked
solutions, syllabus, etc), then you should
download the Adobe
Acrobat Reader. Versions are available for Unix, Macintosh
and Windows platforms.
| Week 2: | §2.1: 2, §2.2: 6, 16 | |
| Week 1: |
§1.1: 40, §1.2: 10, §1.3: 36, 52 | Worked Solutions |
You are welcome to email me about the course or the homework.
Mathematica will be used throughout the course, and is available for use in ED 2102, OC 2004, the Rice Library and in some residence halls.
Introductory Sessions on Mathematica
will be held in the first two weeks of semester. Sign-up
sheets will be posted on the notice board between the Calculus Labs
(SC3220 and SC3221).
Help is also available through the built-in tutorial (within Mathematica, select "Help" then "Tutorial..."). There is extensive documentation built into the software, and on the Mathematica webpages.