Math 143C
Introduction to Probability and Statistics
Fall, 2008

Syllabus


Instructor:  Thomas L. Scofield       Website: 
Email: 
Office: 
Hours: 
http://www.calvin.edu/~scofield
scofield “AT” calvin “Dot” edu
NH 281
subject to change (see my website)
 
Text:  The Basic Practice of Statistics (BPS), 4th Ed., by David S. Moore
Class meetings:  MWThF, 10:30-11:20 am, NH 295 (unless otherwise directed)

         * Course Overview
* Course Objectives
* Reading the Text           
* Use of technology
* Determination of your grade
* Academic Integrity
* Accommodations for disabilities
* Class citizenship
* Exceptions


Course Overview

Welcome to this introductory course in probability and statistics. Statistics is a relatively young field (100 years or so old), one that grew out of roots in the mathematical study of probability and chance events, but has ends more like that of the scientist who wishes to draw conclusions about the world from data, knowing that error and imprecision are inevitable. One might define statistics as “the science and art of obtaining, analyzing and interpreting data for the purpose of reaching conclusions” (Urquhart, 1971).

Despite its relative youth, the field has assumed an important role in society today. Politicians use polls to tailor their messages, and short-term social studies to decide long-term policy. New drugs are approved for use only after experiments indicate some benefit with essentially no life-threatening risk. Business decisions are increasingly data-driven. Like it or not, the trend toward needing to back up one's argument with statistically-sound results is likely only to continue.

As Christians, if we take seriously the Reformed idea of working to help redeem Creation, then one way to equip ourselves for this task may very well be to learn the language and methods of statistics. At a minimum, this can help us to discern between good and poor statistical argument, insulating us from being swayed by the latter, while helping us not to cast aside the former too readily when the argument is counter to our own opinions. And, if you learn the methods well, you will improve your ability to discover relationships between variables on your own, and perhaps even help affect changes that make society better for all.

Course Objectives

Reading the Text

You are expected to read assigned parts of the textbook. While this book may be geared to a wide audience, it still contains big ideas and is not for casual reading. To get the most out of your reading, you must be inquisitive as you carry it out. If you are not already accustomed to reading technical books according to the guidelines at this link, be aware that it will, at least initially, increase the amount of time you devote to reading. At the same time, however, it very likely will decrease the amount of time you spend scratching your head on homework, and will assuredly help you to get more out of the course. (It will probably improve your grade as well, for those who need that incentive.)

Use of Technology

A good deal of computer use will be expected of you in this course. Generally speaking, daily homework assignments are available on the the web, and it is your responsibility to visit the homework page to find out what they are. A number of these assignments will require you to use the software CrunchIt, which is run through your web browser from the url http://bcs.whfreeman.com/crunchit/bps4e/. While many announcements, hints, etc. may be given in class, things that cannot wait until the next class period will be sent to you as email messages. Thus, it is important that you be checking your email at least once daily.

Grades

Homework (10%) will be assigned daily, and usually collected twice per week. (See the class calendar for the collection schedule.) Most of these assignments will be from the textbook, but they may also include lab write-ups, use of materials not found in your text, and the composition of a reflective essay. You may submit these assignments to me in class on the due date, or place them in the MATH 143 New Homework folder in the box outside my office door at any time up until it is picked up by the grader, who will not pick it up before 3 pm on the due date. Homework submitted after the set has been taken will be considered late and not accepted. Homework will be graded for correctness, and returned to the Graded Homework folder outside my office, where you may pick it up at your leisure. While some class time may be spent discussing problems before they are due, you likely will find it necessary on occasion to collaborate with classmates (click this link to read what I see are the benefits of regular study groups, and how they ought to function) and/or seek out the professor in his office.

Quizzes and three in-class exams will amount to 63% of your grade, and a cumulative final exam will count for 27%. You are expected to take quizzes and exams on the days they are given. (See the course calendar for their dates.) If extraordinary circumstances arise (health problems, for example), speak to me beforehand. Cheap airfares, early departures for vacations and the like are not valid excuses for missing a quiz or exam at its scheduled date and time.

Academic Integrity

Concerning homework, you may borrow someone's idea for solving a problem, but cite your source (a classmate, peer, book—provide the usual bibliographic information, website—provide the url, etc.). All assignments (except for projects specifically assigned in groups) are to be written up separately on your own, using your own words. Give as much attention to presenting your solutions in a coherent manner (using mathematical symbols as part of your sentence structure) as you give to actually solving problems, as it is the explanation of each problem that is graded (not simply the answer itself). Handing in another's writeup of any part of an assignment will be considered an instance of academic dishonesty (See Section 4.2.8 of the Faculty Handbook.), resulting in a zero for the entire assignment.

If any part of an exam write-up is not your own, or is the result of unauthorized access to information stored anywhere in any form, the result on the first instance will be a score of zero. A second occurrence will result in automatic failure of the course.

Accommodations

Reasonable academic accomodations will be made for individuals with documented disabilities. Any student who this concerns should notify one of the Coordinators for Services for Students with Disabilities located in the Student Academic Services office, HH 455. That student should also meet with me during the first two weeks of the semester to discuss academic accomodations.

Citizenship

The type of concentration required for mathematics/statistics calls for a distraction-free environment. Please do your part to make the classroom one conducive for learning by arriving on time, not working on homework assignments during class, refraining from frivolous talk, and actively participating in in-class discussions/activities.

Please speak with me about problems or issues as they arise during the semester. I am still growing as a teacher, and if you have concerns, it is simply a matter of “building one another up” that you should raise them in an appropriate moment, preferably while adjustments may still be made that affect your class.

Exceptions

I reserve the right to make changes or exceptions to course policies — including those described in this document — either for the entire class or for specific individuals. The ultimate goal in this course is learning, and formal requirements should not unnecessarily stand in the way of that. Thus, if you think that any of the conditions of the course are interfering with learning, please speak with me about this, and we will see what can be done.


This page maintained by:
Thomas L. Scofield
Department of Mathematics and Statistics
Calvin College

Last Modified: Thursday, 04-Sep-2008 16:58:09 EDT