CCBC Essex
School of Mathematics and Science
CLASSROOM LOCATION:
WWW
SEMESTER: Fall 2008
instructOR Phone: 410-780-6619
Email: dtupper@ccbcmd.edu
WEBPAGE: faculty.ccbcmd.edu/~dtupper
Office
hours: Monday,
Wednesday and Fridays from 6:30PM 7:25PM
Course Pre-requisites: Algebra I and II and a satisfactory score on the MATH placement
test or satisfactory completion of (MATH 083 or MATH 101 or LVM 3).
Students will develop an understanding of statistical methodology and use of critical judgment in analyzing data sets. Topics include descriptive statistics, introduction to probability, normal and binomial distributions, hypothesis testing, confidence intervals, regression and correlation, chi-square distribution, and introduction to ANOVA. Computer applications are considered. See instructor for the calculator required. A statistical computer package, e.g. Minitab, is introduced as a computational tool.
Final Average =
.02(sum of web assignments) + .2(test 1 + test 4) + .25(test 2 + test 3)
Grading policy
_______ A = 90+
_______ B = 80 89.999
_______ C = 70 79.999
_______ D = 60 69.999
_______ F = below
60
Attendance
policy FOR THIS COURSE:
Since we are an online class, attendance is
relative. I expect all assignments and test
taken by the time they are due. However, if
circumstances come up that prevent this from happening, your instructor will allow an
extension as long as documentation is provided and the extension is asked for PRIOR to the
due date.
As long as the server is up, in the event
of inclement weather, this class will still meet.
Materials TI83 or TI84 (which can be
borrowed from the Essex library at the start of the semester) and either Statdisk or
Minitab. If you are going to Towson, Minitab
is required. There will be information on how
to download a student copy at the course website. This
will be significantly less expensive than purchasing it anyplace else.
TEXT(S):
Elementary
Statistics by Triola Edition
10
Addison Wesley Publisher
Special
procedures (Includes policies regarding classroom
behavior, style of written assignments, retention of papers, compiling of portfolios,
availability of support services, etc.)
Since we are an online class, attendance is
relative. I expect all assignments and test
taken by the time they are due. However, if
circumstances come up that prevent this from happening, your instructor will allow an
extension as long as documentation is provided and the extension is asked for PRIOR to the
due date.
CCBC SCHOOL CALENDAR |
|
MATH 153 COURSE CALENDAR
Below is a calendar for Math 153. It was designed to help you stay on track during the busy school semester. You should be FINISHED with each section on the date stated below. If you find yourself falling behind in the calendar, it is your responsibility to find time to catch up. I can't help you with that.
August 26, 2008 Section 1.2 & 1.4 of the text. Remember to also read the first section of my online lecture notes. At the end of each section of lecture notes, you will see links to your homework from the text. Occasionally, you will also find your web assignments.
August 28, 2008 Section 2.2 from text.
August 30, 2008 Section 2.3 & 2.4 of the text.
September 3, 2008 Section 3.2 of text.
September 6, 2008 Section 3.3 of text.
September 9, 2008 Section 3.4 of the text.
September 12, 2008 Section 3.5 of text.
September 15, 2008 Section 4.2 of text.
September 18, 2008 Section 4.3 of text.
September 21, 2008 Section 4.4 of text.
September 24, 2008 Sections 4.5 & 4.7 of text. In section 4.7, just do the part on Combinations. You will need that in chapter 5.
September 26, 2008 Section 5.2 of text. In this section, read over the difference between discrete and continuous and what it means to be a probability distribution. It is important that you realize that a discrete random variable is countable. The key phrase here is "number of". A continuous random variable is typically a measurement, like length, width, volume and distance. Also realize what it means to be a probability distribution. The individual probabilities must be between 0 and 1 inclusive. Also, the sum of all the probabilities must equal exactly 1.
September 29, 2008 Section 5.3 of text.
October 1, 2008 Section 5.4 of text. This ends unit 1 of the course. Make your appointment to take your first test. I want the test taken by October 7. Remember to work on the practice test before you take the real test.
October 3, 2008 Section 6.1 & 6.2 The Standard Normal Curve begins unit 2 of the course.
October 6, 2008 Section 6.3
October 7, 2008 Test 1 DUE!!! Remember to make sure all of your web assignments and bonus exercises are submitted BEFORE you take the test. ˇ
October 9, 2008 Section 6.4 of text.
October 12, 2008 Section 6.5 of text.
October 15, 2008 Section 6.6 of text. I want you to read over this section because the concept of the normal approximation to the binomial curve is very important in chapters 7, 8 and 9. However, you will not be examined on the procedures here. Just make sure you read through it.
October 18, 2008 Section 7.2 of text
October 22, 2008 Section 7.4 of the text. Please note, we skip section 7.5 of the text. This ends unit 2 of the course. Make sure you submit your bonus exercises and web assignment prior to taking the test. Test 2 is due by October 31.
October 26, 2008 Section 8.1 & 8.2 This begins unit 3 of the course
October 30, 2008 Section 8.3 of the text.
October 31, 2008 Test 2 is due today.
November 5, 2008 Section 8.4 of the text.
November 9, 2008 Section 8.5 of text.
November 13, 2008 Section 9.2 of text.
November 17, 2008 Section 9.3 of text.
November 21, 2008 Section 9.4 of text. This ends unit 3 of the course. Take test 3 no later than November 25. The testing center will only administer finals during finals week and I would like to grade these test during Thanksgiving break.
November 25, 2008 Test 3 is due today.
November 26 - 30, 2008 Thanksgiving Break
December 1, 2008 Section 10.2 of text. This begins unit four, the last unit of the course
December 4, 2008 Section 10.3 of the text and Unit 3 Test. Remember that the unit 3 test needs to be completed by today
December 7, 2008 Section 11.3 of text
December 10, 2008 Section 12.2 of text
December 13, 2008 Test 4 due today! This is your fourth and final test of the semester.
1. Demonstrate the relationship of statistics to the modern world. (I,IV,V,1,2,3,6,7)
2. Apply technology to statistical problems.(IV,4)
3. Assess statistical reasoning in everyday life.(I,1,3,6,7)
4. Describe data with appropriate measures of central tendency and variability.(I, IV,V,1,3,4,6,7)
5. Evaluate statistical graphs.(I,IV,V,1,3,4,6,7)
6. Analyze linear regression and correlation problems (I,IV,V,1,3,4,5,6,7)
7. Examine statistical concepts as they apply to diverse populations. (III, V)
8. Compute binomial probabilities (I,IV,1,4,6,7)
9. Compute normal distribution probabilities (I,IV,1,4,6,7)
10. Apply the fundamentals of probability and the addition and multiplication rules to introductory problems.(I,IV,1,3,4,6,7)
11. Evaluate confidence intervals in order to make informed decisions about data.(I,IV,V,1,3,4,5,6,7)
12. Determine the validity of conclusions about a population by performing hypothesis tests.(I,IV,V,1,3,4,5,6,7)
13. Use of the chi-square distribution to perform independence and/or goodness-of-fit tests using data obtained in everyday life.(I,IV,V,1,3,4,6,7)
14. Use a one-way ANOVA to solve "real-world" problems.(I,IV,V,1,3,4,6,7)
15. Construct a solution to real world problems using
problem methods individually and in groups. (II,
III, V, VI, 2, 3, 7)
16. Examine
the mathematical contributions made by people from diverse cultures throughout history.
(V, 5)
17. Articulate
a solution to mathematical problems. (II, 2)
I. Introduction
A. Introductory definitions
B. Use of statistics in everyday life
II. Descriptive Statistics
A. Graphs
B. Measures of Central Tendency
C. Measures of Variability
III. Probability
IV. Binomial Distribution
A. Use and interpret binomial probabilities
B. Mean and standard deviation of a binomial random variable
V. Normal Distribution
A. Characteristics of the normal distribution
B. Use and interpret normal probabilities
C. The Central Limit Theorem
VI. Estimates and Confidence Intervals
VII. Hypothesis testing
C. Hypothesis test of a population proportion
D. Hypothesis testing for two populations
VIII. Regression and correlation
IX. Chi-Square Distribution
Independence tests and/or goodness-of-fit test
X. Analysis of Variance (ANOVA)
One-way ANOVA
Rationale (Instructors statement relating course content to
students personal and academic growth, etc.)
Statistics is used in a great
number of areas such as business, psychology, nursing and medicine, biology, and the
social sciences. This course will provide the
basics of descriptive and inferential statistics so that students will be more able to
read and interpret research articles in the student's field.
In addition, the student should be better able to understand statistics as it is
used in everyday life and in newspaper and magazine articles.
TESTING CENTER
All tests for this
course are taken at the testing center of your home campus. The tests are standard
pencil/paper test and you are required to show all work. Regardless of which testing
center you use, it is your responsibility to make an appointment at least a week
before you plan on taking your test. A complete list of dates for exams is
listed in the course calendar. You can either email or call the testing center of
your home campus to make an appointment. Contact information is listed below and can
be found at http://www.ccbcmd.edu/testing/index.html
Required Testing Material:
ˇ ˇ Make sure you bring along a picture ID
ˇ ˇ Pencils and rulers to take your test with.
ˇ ˇ Your TI - 83 or TI - 84 calculator.
ˇ ˇ Your formula card (either from your text or from the publishers website)
Prohibited Testing Material:
ˇ ˇ any communication devices such as cell phones, PDA's,IPOD's or Blackberry's
ˇ ˇ any hand-written notes
ˇ ˇ any math text book
ˇ ˇ Statdisk or Minitab Tutorials
ˇ ˇ TI Tutorial
CCBC
Catonsville Testing Center |
CCBC
Dundalk Testing Center |
CCBC
Essex Testing Center |
GREAT PROJECT
As part of CCBCs commitment to ensuring students are meeting the learning objectives of a comprehensive General Education course, this semester all students taking Math 153 will be required to submit one of two GREAT projects. This project will be administered to all students upon completion of Hypothesis Testing of a Single Population (test involving means and proportions). This will correspond to somewhere between the 10th and 14th week of the semester. This project will be incorporated into the students final average, either as a separate test grade or as part of an existing exam grade. Each student is expected to do his/her own work. The project is expected to be neatly typed, grammatically correct and with all computer printouts attached. Although the exact length of time is up to the instructor, students will be given no more than one week to complete the project.
Failure to officially withdraw
from a class you have stopped attending may result in an "F" grade.
In accordance with the Americans with
Disabilities Act, CCBC is committed to providing an environment that is conducive to
learning for all students. Any student who is
disabled and requires special accommodation should contact the appropriate campus as
follows:
Campus: |
Office: |
Room: |
Phone: |
Catonsville |
Office of Disabilities Support Services |
K-200 |
410-455-4382 |
Dundalk |
Office of Career and Life Planning |
A-100 |
410-285-9774 |
Essex |
Office of Special Services |
A-210 |
410-780-6878 |
For the College to make its maximum contribution as an
institution of high learning, the entire college community must uphold high standards of
integrity, honesty, and ethical behavior. In
seeking the truth, in learning to think critically, and in preparing for a life of
constructive service, honesty is imperative. Each
student has a responsibility to submit work that is uniquely his or her own, or to provide
clear and complete acknowledgement of the use of work attributable to others. To these ends, the following actions are expected
of students:
ˇ
Complete all work on exams without
assistance.
ˇ
Follow the professors
instructions when completing all class assignments.
ˇ
Ask for clarification when
instructions are not clear.
ˇ
Report to the instructor any
unauthorized information related to an exam.
ˇ
Provide proper credit when quoting or
paraphrasing.
ˇ
Submit only ones own work.
Students who do not accept responsibility for the integrity of
their own work will experience sanctions, including a written reprimand, failure of the
assignment, failure of the course, and/or dismissal from the program. For repeat and extreme offenses, the College
reserves the right to suspend or expel students.
The College recognizes that clear, correct, and concise use of
language is characteristic of an educated person. Therefore,
whenever possible, faculty members in all disciplines should require written assignments
in their courses in order to encourage effective writing by their students. Also, instructors should consider the quality of
writing in determining a grade for a written assignment.
Poor writing can be a sufficient cause for a failing grade on a paper and, in
extreme cases, a failing grade in a course.
In the event that the college (or a
specific campus) opens late due to weather-related or other emergency conditions, classes
will commence at the announced opening time and resume the normal schedule thereafter for
the remainder of the day. Faculty,
students, and classified staff should report to wherever they would normally have been at
the announced opening time. **
Students and faculty engaged in field
placement programs (such as internships, clinical placements, etc.) should discuss the
handling of emergency situations at the beginning of the placement period. Both the requirements of the program and the safety
of persons involved should be considered in planning a course of action in those cases
where students are expected to report to off-campus locations.
** For example, if you had a class
that began at 9:35 and the college opened at 10:00 because of snow, you would report to
your 9:35 class at 10:00.
When the college closes because of severe weather or emergency
conditions, announcements of class cancellations are made on local radio and television
stations and the college website (www.ccbcmd.edu). Closings and delays will also be recorded on the
campus weather lines:
Catonsville |
410-455-4567 |
Dundalk |
410-282-6700 |
Essex |
410-780-6711 |
Students are encouraged to seek help
from their instructors whenever they encounter academic difficulty (either during
scheduled office hours or by appointment). In
addition, each campus offers free academic support services. For more information,
contact:
Campus: |
Office: |
Room: |
Phone: |
Catonsville |
Tutoring
Services |
F-200 |
410-455-4420 |
Dundalk |
Tutoring
Services |
CAR-530 |
410-285-9877 |
Essex |
Student
Success Center |
A-307 |
410-780-6820 |
CIVILITY AND COMMUNITY BUILDING
EXPECTATIONS
Creating a Culture of CAREŠ
(Compassion, Appreciation, Respect,
Empowerment)
As members of the CCBC
community of learners, we are expected to act with respect, honesty, responsibility and
accountability. Each of us is expected to be
aware of the impact our behavior has on the community.
CCBC wishes to each learner to commit to the following actions:
Become an active and
engaged learner
Celebrate the richness of
our diversity
Respect the campus and its
code of conduct
Practice empathy and
compassion
Promote the empowerment of
others
MAJOR RELIGIOUS HOLIDAY POLICY
Students not attending class because
they are observing major religious holidays shall be given the opportunity, to the maximum
extent possible, to make up, within a reasonable amount of time, any academic work or
tests they miss. Arrangements between the student and the faculty member(s) for the
student to make up missed assignments or tests must be made in advance of the religious holiday, at
the initiation of the student.