| Calculus I | Fall 2007 |
| Math 105 | Taught by Dr. Meredith L. Greer |
| Section A: MWF 8:00-9:20a.m. | Office and Phone: 213 Hathorn Hall, 786-6283 |
| Hathorn 303 | Email: mgreer@abacus.bates.edu |
| Section B: MWF 9:30-10:50a.m. | http://abacus.bates.edu/~mgreer/math105/math105.html |
| Hathorn 104 | Office Hours: M 1-2, W 2-3, Th 1-2 |
| Description | Materials | Policies | Grading | Suggestions and Resources |
Calculus is the study of change. The ideas that led to Calculus existed in ancient Greece over 2000 years ago. Our class will study two major concepts of Calculus that were first developed in the late 1600s and have since become essential tools for understanding our world. These concepts, the derivative and the integral, are perhaps most used in the study of physics, economics, and biology. Their broader impact on technology, architecture, sports science, and other facets of many people's lives, and the deep history behind them, make having a basic understanding of the derivative and the integral an important part of a liberal arts education.
Calculus 1 covers most of chapters 1-5 in our textbook; the calendar sections of the class webpage give day-to-day details. We will largely discuss the derivative, and will develop the integral near the end of the semester. (Calculus 2 spends much more time on the integral.) I will teach with the assumption that students have not studied Calculus before. A note to students who do have previous exposure to Calculus: do not assume your background will make this class easy.
Ideally, you should begin this class with a strong background in algebra, trigonometry, logarithms, exponentials, and graphing. You may, however, find you have missed or forgotten bits of this material. You can still do well in this class, but should use the Math Workshop to help fill in gaps as needed.
Text: Calculus from Graphical, Numerical, and Symbolic Points of View
(single variable; second edition) by Ostebee and Zorn. Published by Houghton Mifflin in 2002.
Calculator: Your calculator should be able to graph equations, find decimal approximations of
roots of equations, and compute integrals numerically. The math department recommends a TI-83.
Class Attendance:
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Lab Attendance:
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Come see me: Talk to me about questions or comments on the class. I'm available in my office, in the classroom, or by email. Read the textbook: Read each section before we talk about it in class, then re-read as you do homework and study for quizzes and exams. In-class lectures and our textbook each have their own insights, information, and examples. Try homework twice: If you have trouble with a homework problem take a break... then try again. Often your brain works it out while you're doing other things. |
Go to Eric's Math Resources Web Page: You can find pre-exam review sheets, old exams and quizzes, computer programs, and many other resources at http://abacus.bates.edu/~etowne/mathresources.html. The Mathematics and Statistics Workshop:
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*The above is subject to change, as the semester progresses.*