Policies for Precalculus
    Math 100
    Fall 1998
    last modified 8/29/98


    Instructor: Janice Sklensky
    Office Phone: (508)286-3973
    Office: Science Center 109
    Office Hours: See my schedule
    E-mail: jsklensk@wheatonma.edu

    Course Materials: Functioning in the Real World: A Precalculus Experience, by Gordon, Gordon, Fusaro, Siegel, and Tucker.

    A graphing calculator will be useful, although it is not required.

    The text, and a calculator if you have one, should be brought to class every day.


    Overview:
    The primary aim of this course is to prepare you for Calculus. While this includes learning specific material, it is most important that you learn to think mathematically. To that end, you will encounter a variety of topics, and a wide variety of challenges. Most of the problems you will solve will not be solved by copying examples. Instead, you will be applying mathematical concepts to a variety of different problems. You will also be faced with some open-ended questions that you and your colleagues will spend several days deciding how best to answer. These non-routine problems will require that you not only be able to follow instructions, but also that you grasp mathematical ideas and communicate mathematics verbally and on paper. This course may present challenges which require more effort than you have previously experienced, but the rewards are far greater as well! Increasing your ability to think mathematically not only will help you in Calculus, it will allow you to apply mathematics in courses in other disciplines, in your eventual career, and in all other aspects of your life.

    You will learn to use a combination of algebraic, graphical, and numerical methods, and to decide which is the most helpful tool in any given context. You will develop your understanding of the mathematical concepts and learn how to apply them to realistic problems, not just perform operations mechanically. You will learn to interpret results, not just to obtain answers. You will use technology not just as a tool for answering questions that arise naturally, but also to learn mathematics.

    This class has several important aims. You will learn mathematical thinking, to read and write mathematics, to use technology, and lastly, you will learn specific mathematical skills. All of these are important for Calculus.

    As you read through how the course is structured, you will see that a lot is expected of you. You will need to spend an average of 9 hours a week on reading, homework, and projects!


    Is this the right course for you?
    This course is only for students who are going to take Calculus. It does not satisfy the math and logic requirement! So this is the right math course for you if you want to take Calculus but feel that one more semester of preparation would help.

    Who should take Calculus? Calculus is different from your previous math courses, and gives the first taste of how exciting and beautiful math should be, so of course everyone should take it. However, I know that many of you don't have enough time to take every course you want to, so some of you may not want to take Calculus unless you need it. Those majors which require Calculus are: Math (of course), Physics, Chemistry, Economics and Environmental Science. Calculus is also recommended for students who are premed.

    Students interested in other disciplines are of course encouraged to take Calculus, but be aware: if you are considering majoring in Sociology or Psychology, you will be required to take Statistics (which does satisfy the math and logic requirement).


    Reading:
    Reading technical material is an extremely valuable skill, and is becoming more pervasive in all areas of our lives all the time. Moreover, reading and comprehending mathematics is a large part of Calculus. Therefore, it is important that you feel comfortable reading mathematical prose.

    I have made a list of some suggestions for reading a math book, which you should read frequently.

    Every day, part of your assignment will be to read the material that we will be discussing during the next class. Many of you have not read mathematics before, so to help you I will post questions on the web every day that cover that day's reading. You will send the responses to those questions by 8am of next day of class, following the guidelines for submitting reading assignments. For instance, if on Wednesday I assign reading on Section 1.1, then by 8am Friday, you will have read that section, checked my web page for the latest questions, and sent me your responses by e-mail.

    These will be graded on a 2 point scale: 2 points if you respond in full (whether correctly or not) and 1 point for a partial response. Late responses will not be accepted.


    Homework:
    Learning math is best accomplished through a combination of group and individual efforts. I encourage you to work in groups on your homework, but you do not have to. If you do work in groups, you will find that you benefit most from the experience if you have already made a sincere effort on every problem before you meet to discuss them. As for the homework you turn in, you may turn in a single group homework, but you will divide the points based on each member's contributions. Groups also must make note of who was the recorder for the homework, and the recorder must rotate.

    I will assign several problems each Friday. You are, of course, responsible for all of them, but you only turn in 2 or 3 of them, which I will specify. On Wednesdays, I will answer questions on a few of the problems I am not collecting. Solutions will be due by 4 pm Friday.

    I do not accept late homework, but I do drop the lowest score.

    Consult the Guidelines for Homework Presentation for information on how your homework should look.


    Projects:
    To give you an opportunity to solve problems that are more realistic--problems which do not have one "right" answer, and which take several days of pondering and workign to solve to your satisfaction, you will work on 2 projects, in groups, this term. Each group will describe the problem and its solution in a paper.


    Exams:
    It is important for me to make sure throughout the semester that the material you are learning is really making sense to you. To that end, we will have several exams.

    All of the exams will be untimed. To accomodate that, they will all be given on Thursdays.

    Two exams will be "gateway exams". These exams should only take 15-30 minutes. They will not test mathematical ideas so much as the skills which are the foundation of the course. You must get 100% on these exams, but you may take them over and over again until you pass. The longer you take to pass them, however, the less they are worth. (Note that it doesn't matter how many you take, only how many days go by until you pass it.)

    In addition to the gateway exams, we will be having two midterm exams. Each of these will take an hour or more to complete. They may test some mathematical skills, but the primary emphasis will be giving you an opportunity to show me how well you've mastered the underlying mathematical ideas.

    We will also, of course, have a cumulative final, which will also be untimed. It will be like a self-scheduled exam, except that I will administer it rather than it being given through the registrar's office.

    Notify me in advance if you will be missing an exam, either by phone or by e-mail. If your reason for missing is acceptable, we will arrange that you take the exam early. If you miss an exam without notifying me in advance, I reserve the right to not give you any make-up exam. I will not give any individual more than one make-up exam during the semester.


    Attendance:
    Clearly, missing class is not a wise idea. If you do miss class, it is of course your responsibility to find out any assignments, and to get a copy of the notes and of any hand-outs.


    Evaluation:
    I expect to use the weights below, although I reserve the right to change my mind if the semester does not go as expected.
    Reading Assignments 5%
    HW Problems19%
    Projects 20%
    Gateway Exams 12%
    Midterm Exams 24%
    Final Exam 20%

    If you question the fairness of any grade, bring it to me within a week of receiving it.


    Honor Code:
    Please remember to abide by the Honor Code. I take the Honor Code seriously, and will bring a case before the Hearing Board if I see or find anything suspicious. A cheater hurts not only him- or her-self, but also hurts the rest of the class. Moreover, I can usually spot cheating.

    Reading assignments: You may discuss the questions with your classmates, but you must enter the responses yourself.

    Homework and Projects: You may work with anybody you want. You may use any references you want. However, you must understand how to do every problem, and you must site references. That not only includes any other textbooks, but also naming anybody you worked with or got help from.

    Exams: You may not use any notes, books, or colleagues as reference during the in-class exams. You may not use a calculator unless everybody in the class has access to a graphing calculator.



    Janice Sklensky
    Wheaton College
    Department of Mathematics and Computer Science
    Science Center, Room 109
    Norton, Massachusetts 02766-0930
    TEL (508) 286-3973
    FAX (508) 285-8278
    jsklensk@wheatonma.edu


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