|Summer 2002, Section 1202|
|Class:||San Elijo Campus, Room 501|
MTuWTh 6:45 - 9:20 PM
|Required Text:||Calculus with Applications, Brief Version, 7th edition
Margaret L. Lial, Raymond N. Greenwell, Nathan P. Ritchey
|Calculator:||A calculator is required for this class. Any calculator that supports exponential and logarithmic functions is acceptable. A graphing calculator is recommended. If you are purchasing a graphing calculator for this class, the Math department recommends the TI-83. Calculators that perform symbolic differentiation and integration may not be used.|
|Supplements:||The publisher of the textbook makes different companion resources available. None of the supplements are required, but the student solutions manual is recommended. I've provided additional information about the textbook and supplements.|
|Course Description:||Designed primarily for students majoring in social science, economics, and business who require calculus. NOT recommended for majors in mathematics, physical science, engineering, or biological science. Applications to social science, economics, and business disciplines will be emphasized. Topics include algebra review, graphing, limits, derivatives of polynomials of one variable (maxima and minima) and their application to problems, integration, derivatives of logarithmic and exponential functions, development of integration techniques, and an introduction to multi-variable calculus.|
|Prerequisite:||Math 101 with a grade of "C" or better, or qualification through the Math Competency Exam.|
|Grading:||Your grade will be determined by the total number of points that you have accumulated throughout the course. The following
scale will be used to determine letter grades A = 90–100%, B = 80–89.99%,
C = 70–79.99%, D = 60–69.99%, F = 0–59.99%. Points are awarded as follows:
|Homework:||Homework is graded for completeness and correctness. You are expected to do your own work, and you are encouraged to work with
others in the class. This is a very important distinction. Here are some guidelines:
This is a summer session, so the schedule is very short. Homework will be due every day, except the first class, the last class, and test days. The exercises will cover the material from the previous lecture and reading assignments. Homework will be graded promptly. A few exercises from each assignment will be graded for correctness. You will have an opportunity to correct any mistakes and submit your corrections at the next class. So, for example, you will receive a reading assignment on Monday. The lecture on that material will be on Tuesday, and homework from that section will be due on Wednesday. You will normally receive the graded homework back on Thursday, and you can submit corrections on the next Monday.
Late homework is strongly discouraged. You will find that it is almost impossible to catch up. Nonetheless, I realize that many of you will have at least one day when you cannot put in three or four hours between one class and the next. You may submit your homework up to two days late, but you will not have an opportunity to correct mistakes. In addition, for each student, I will accept two assignments one day late, and still give you a chance to correct mistakes—but only twice. Any assignment more than two days late will not be accepted.
There will be one bonus homework assignment due the class before the final exam. If you elect to do this assignment, then you can use this score to replace one homework assignment.
Every student should strive to get every homework point. The grading may be strict, and I may ask you to justify your solution or even do extra work to get full credit. If you rise to the challenge, you will succeed.
There will be a quiz each class day, unless there is a test. The quiz on the first day of class will help you identify
any areas where you might need to do some extra review work. It will not count toward your final grade. The quiz on the day
before the final is a bonus quiz. It will be different from the regular quizzes. Quizzes cannot be made up, but you may drop
two regular quiz scores, and you may substitute your score on the bonus quiz to drop a third quiz score.
The quizzes are a quick check that you have committed the concepts (and formulas) to memory. If you have done the homework exercises, and made sure that you know and understand the concepts in the highlighted boxes and the defined terms in the text (without needing to refer to the text), then you should do well on the quizzes.
There will be four tests, each covering approximately two chapters of the text. For the most part, the test questions will be
like the homework exercises, not like the quiz questions. You will be asked to solve problems using the concepts and skills
you have practiced. Each test will be approximately one hour long, and will take place near the beginning of class. After
the test, we will take our long break and then resume with normal class activities.
Calculators are allowed on tests, as long as they do not perform symbolic differentiation or integration. Tests cannot be made up. In extreme situations, alternate scheduling can be arranged by contacting me in advance.
|Accommodations:||Any student with a verified disability is entitled to appropriate academic accommodations. Please contact the Disabled Students Programs and Services office.|
|Attendance:||Attendance is required. If you miss more than two classes, you may be dropped from the course. (Do not count on this. It it your responsibility to withdraw from the class to avoid the "F" on your record.) There are no make-up exams. In extreme situations, alternate scheduling may be arranged by contacting your instructor in advance.|