Syllabus for Math 2200
Statistics
Summer Semester 2006
INSTRUCTOR: Lisa Howell OFFICE: 165A
PHONE: 285-6139 EMAIL: lhowell@waycross.edu
TEXTBOOK: Elementary Statistics 9th
ed. by Robert
Johnson and Patricia Kuby
CALCULATOR REQUIRED: TI-82, TI-83, or TI-84
OBJECTIVES
1.
To
cover some the essential concepts and skills from statistics that are necessary
for students.
2.
To increase the students’ awareness of the applications of
statistics.
3.
To increase the students’ ability to analyze problems or
situations involving multiple mathematical concepts.
4.
To learn how to use a graphing calculator where appropriate
in the study of statistical topics.
5.
To learn to investigate applications of statistical
mathematics using multiple methods.
OUTLINE
I.
Statistics
A. What is statistics?
B. Introduction to basic terms
C. Measurability and variability
D. Data collection
E. Comparison of probability and
statistics
F. Statistics and technology
II. Descriptive Analysis and
Presentation of Single-Variable data
A. Graphs, pareto
diagrams, and stem-and-leaf displays
B. Frequency distributions and
histograms
C. Measures of central tendency
D. Measures of dispersion
E. Mean and standard deviation of
frequency distribution
F. Measure of position
G. Interpreting and understanding
standard deviation
H. The art of statistical deception
III. Descriptive Analysis and
Presentation of
Bivariate
Data
A. Bivariate data
B. Linear correlation
C. Linear regression
IV. Probability
A. The nature of probability
B. Probability of events
C. Simple sample spaces
D. Rules of probability
E. Mutually exclusive events and the
addition rule
F.
G. Combining the rules of probability
V. Probability
Distributions
A. Random variables
B. Probability distributions of a
discrete random variable
C. Mean and variance of a discrete
probability distribution
D. The binomial probability
distribution
E. Mean and standard deviation of
binomial distribution
VI. Normal probability distributions
A. Normal probability distributions
B. The standard normal distribution
C. Applications of normal
distributions
D. Notation
E. Normal approximation to binomial
VII. Sample Variability
A. Sampling distributions
B. The central limit theorem
C. Application of the central limit
theorem
VIII. Introduction to statistical
inferences
A. The nature of estimation
B. Estimation of mean
C. The nature of hypothesis testing
D. A p-value approach
E. A classical approach
IX. Inferences involving one population
A. Inferences about the mean
B. Inferences about the binomial
probability
C. Inferences about variance and
standard deviation
X. Inferences involving two
populations
A. Independent and dependent samples
B. Inferences concerning the mean
difference using two dependent samples
C. Inferences concerning the
difference between means using two independent samples
D. Inferences concerning the ratio of
variances using two independent samples
E. Inferences concerning the
difference between proportions using two independent samples
XI. Additional Topics in Statistics (if
time permits)
The instructor reserves the right
to deviate from this outline by changing the order of, deleting, or adding
topics.
COURSE REQUIREMENTS:
1. Complete all homework assignments.
2.
Attend and
participate in class.
3. Projects and
Reports………………………………................................................10%
4. Major tests (3-4)......................................................................................................70%
5. Final
examination…………………........................................................................20%
GRADING PROCEDURES:
A = 90 ‑ 100 WF= Withdrawal of
student by faculty for absences beyond 20%
B = 80 ‑ 89 of class
meetings.
C = 70 ‑ 79 W = Voluntary
withdrawal by the student.
D = 60 ‑ 69 WF =
Withdrawal by student after the deadline for voluntary withdrawal
F = below 60 (See attendance
policy)
Any questions regarding
grades or grading must be asked during the first week the test or assignment is
given back. No changes will be made later.
TI-82/83/84 GRAPHING
CALCULATOR: All students are expected to be able to operate their
TI-82/83/84 calculator competently in order to work through the exercises in
their mathematics textbook. Instructions
will be given in class, but if this is not sufficient the student should see
the instructor, watch a tutorial video on using the TI-82 Graphing Calculator
which is found in the Academic Support Center, consult the TI-83 manual for the
textbook in the Academic Support Center, and/or refer to the manual that came
with his/her calculator.
HOMEWORK: Homework
will be assigned for each class meeting. ALL HOMEWORK MUST BE
COMPLETED in order to better understand and successfully complete the
course.
PROJECTS: The project for this course will be done
individually. Guidelines and deadlines
for the project are provided on the project handout. There are no exceptions to theses guidelines
and deadlines!!!
MAKE-UP TESTS: If you know in advance that
you will be absent the day of a test, you may make arrangements to take the test
early. If a test is missed, a single, cumulative make-up test will be given at
the end of the term in the ASC from July 24th through July 28th. If you do not miss any tests but are
unsatisfied with one of your test grades, you may take the make-up test to
replace that test grade. If you elect to
take the make-up exam to replace your lowest test grade, the make-up test will
count regardless of the grade. The
make-up exam may not be used to replace the final exam.
ATTENDANCE POLICY: Students
are responsible for attending class and for the material presented in all
classes. An instructor may drop a student from any class with a grade of “WF”
when he/she has missed twenty percent or more of the regularly scheduled class
meetings. If such excessive absences are the result of extenuating personal
hardship, the withdrawal grade will be either a “W” or “WF”, depending on the
students’ status at the time the drop occurred.
DROPPING
A COURSE WITHOUT PENALTY: In order to
officially drop a course without penalty, a student must obtain and fill out a Drop/Add
form from the Registrar's office, acquire appropriate signatures, and return
the completed form to the Registrar's office before the designated date
published in the Academic Calendar in the Waycross College Catalog.
PLAGIARISM: Plagiarism is prohibited. Plagiarism is
defined by Webster as the stealing and passing off of the ideas or words of
another as one's own. Further, the MLA Handbook states, "Plagiarism
may take the form of repeating another's sentences as your own, adopting a
particularly apt phrase as your own, or even presenting someone else's line of
thinking in the development of a thesis as though it were your own." For further information about plagiarism, see
Lester, Writing Research Papers,. Alleged
violations involving plagiarism and other academic misconduct will be handled
according to the procedures outlined in the Waycross College Student
Handbook.