University of Minnesota Duluth

PSY 3020 Statistical Methods

Spring Semester 2002

 

Instructor:                        Dr. Lisa Vogelsang

Time & Place:                  MTWF 12:00 – 12:50 pm, Boh 104

Office:                               322 Bohannon  Hall

Phone:                               (218) 726-8605

E-mail:                              lvogelsa@d.umn.edu

Office Hours:                   MonTuWed 9:05 – 9:55, Fri. 11:05 – 11:55 or by appointment

Psy Office:                        (218) 726-7117

 

Prerequisite:                     elementary algebra, math placement test    Credits:  4 credit hours

 

Required Text:                 Spatz, C. (2001). Basic statistics: Tales of distributions (7th Ed.). Belmont,CA: Wadsworth/Thomson Learning.

                 

Recommended Resource Text: George, D. and Mallery, P. (2001).  SPSS for Windows step by step: A simple guide and reference 10.0 update.  Boston: Allyn & Bacon. 

 

Catalog Course Description:       Descriptive statistics; introduction to correlational analysis and regression; sampling techniques and statistical inference; applications of simple and factorial design analysis of variance and other parametric and nonparametric hypothesis-test statistics in the behavioral sciences.

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Course Objectives: As an outcome of completing this course, students are expected to be able to:           

1.      Calculate some of the basic descriptive and other statistics utilizing a hand calculator.

2.      Utilize sampling techniques and statistical inferences.

3.      Analyze descriptive statistics, correlation and regression, ANOVA and other parametric and nonparametric hypothesis-test statistics utilizing SPSS.

4.      Match statistical methods with type of data and desired output.

 

Individuals who have any disability, either permanent or temporary, which may affect their ability to perform in this class, are requested to inform the instructor at the beginning of the semester.   Adaptation of methods, materials, or testing may be made as required to provide for equitable participation.

                 

                  “[S]uccessful education can only occur in an atmosphere of mutual respect, free from racism, sexism, and other forms of prejudice and intolerance, and from their harmful effects.  Educational excellence depends on the creation and maintenance of environments in which all members of the academic community can thrive, working up to their full potential.”  (“Minnesota’s Commitment to Educational Excellence” developed by the Presidents Task Force: Strengthening Excellence through Diversity, June, 1990).

 

Instructional Methods:    Lecture/discussion, multimedia, class assignments, demonstration/participation, group work/computer/discussion, computer assignments, texts and other outside reading.

 

Course Equipment:                A small pocket calculator is required for your use during course examinations and should be brought to class to use as well.  If you purchase a pocket calculator for the course, I would recommend a model having at least an eight digit display, square root capacity, battery operation, a positive action keyboard, and the memory capacity to simultaneously square and sum the squares of numbers (usually indicated by an M+ key).

 

Assessment Measures:

      There will be six exams covering the various chapters in the text.  Each exam will include all text readings and in-class material covered during those chapters.  Each exam is worth 100 points and will be primarily multiple-choice questions (some exams may include some problems).  The Final Exam will be cumulative.  The final exam will be administered during finals week.  The lowest exam score of the six exams will be dropped.  Therefore, if students do well on the first five exams, they may elect to not take the final and let the zero they would get for that exam be their lowest score. 

 

EXAM #1 Chapters 1-3

EXAM #2 Chapters 4-6

EXAM #3 Chapters 7-9

EXAM #4 Chapters 10-12

EXAM #5 Chapters 13-15

FINAL EXAM #6 Chapters 1- 15

 

All students are expected to take exams at the scheduled time.  There will be NO MAKE-UP EXAMS given.  Exceptions are illness with a doctor’s excuse, or a University – approved campus absence.  For example, if you are an athlete, you must inform me when you will be absent before the absence.

 

Attendance:

      Attendance is expected. Significant learning occurs through student participation in class lecture-discussion, multimedia, class activities, and group discussion.  Failure to attend class regularly may result in the lowering of the course grade.

 

Evaluation:

      Exams: (5 out of 6 @ 100 points each)                         500 Points

      __________________________________________

      TOTAL POINTS                                                         500  Points

 

 

Grading:  Final grade will be based on the following scale with 500 points max.

 

A   =          90 - 100%                               C         =          70 - 74%

A-  =          88 – 89%                                 C-        =          68 – 69%

B+ =          85 – 87%                                 D+       =          65 – 67%

B    =          80 - 84%                                 D         =          58 - 64%

B-  =          78 – 79%                                 F          =          < 57.5%

C+ =          75 – 77%

Incompletes will not be given without extraordinary circumstances and prior discussion and permission of the instructor.

 

Tentative Class Schedule

 

DATE                                READINGS/CHAPTERS                    COURSE TOPIC

 

Week 1 Jan 22-25             Intro./ Chap. 1                          Math Quiz/Intro/Math Review

      2 Jan28-Feb 1              2-3                                           Data/Central Tendency/Variability

      3 Feb 4-8                     3-4                                           Variability/ EXAM #1/Combination Statistics

      4 Feb 11-15                 4-5                                           Comb. Statistics/Correlation & Regression

      5 Feb 18-22                 5-6                                           Corr&Reg/Theoretical Distributions

      6 Feb25-Mar1             7-8                                           EXAM #2/SPSS/Sampling/ Hypothesis Testing                 

      7 Mar 4-8                    7-8                                           Sampling/ Hypothesis Testing                                       

      8 Mar 11-15                8-9                                           Hypothesis Testing – one and two sample

 

Week9   Mar 18-22                                                          Spring Break

     

DATE                                READINGS/CHAPTERS                    COURSE TOPIC

 

Week10 Mar 25-29           8-9                                           Hypothesis Testing/EXAM #3

      11 Apr 1-5                   10-11                                       ANOVA – One Way/Factorial Design

      12 Apr 8-12                 11-12                                       ANOVA –Factorial/Correlated

      13 Apr 15-19               12-13                                       ANOVA Correlated/EXAM #4/CHI Square

      14 Apr 22-26               13-14                                       CHI Square/ Nonparametric

      15 Ap29-May3            14-15                                       Nonparametric/Tests & Interpretations

      16 May 6-10                15/ Final Review                       Choosing Tests & Interpretations/EXAM #5

      May 17 (Fri)                FINAL EXAM                       EXAM #6 8:00 – 9:55 am