Psychology Statistics 6430

Dr. John G. Cope

Spring, 2002

Office:110 Rawl

Office Hours: 8:00 to 9:00 a.m. M-F and by appointment

Text:Howell, D. C. (1996). Statistical methods for psychology. 5th Ed.

Belmont, CA: Duxbury Press.

Optional Texts:George, D., and Mallery, P. (2001). SPSS for Windows: Step by

Step. Boston, MA: Allyn and Bacon.

Meeting Times:Class will meet from 12:30 to 1:45 T, & Th, in Rawl 205, and

Lab will be held from 2:00 to 3:00 Th, in Rawl 205

Related Internet Sites:

Course Objectives:

This course will concentrate on providing the fundamentals necessary to understand and apply various descriptive and inferential statistical methods.

Although this course is intended for students at the intermediate level, it is also intended to serve as a first course in the statistical sequence for Psychology graduate students, hence theoretical coverage will be less pronounced than emphasis on computational techniques and use of the computer.

Course Requirements:

The course will be based on two and a half hours of classroom instruction and will include a one hour lab (which will be treated the same as class time in regards to class format). Grades will be determined on the basis of four exams (each counting for 25% of the total requirements). In addition there will be a mandatory homework module assigned for each unit of material. Although there will be no comprehensive final, the fourth exam will be given during the regularly scheduled exam period (11:00-1:00 Tuesday, May 7, 2002.

The level of instruction assumes that the student has a working background in algebra (at the undergraduate level) and has acquired rudimentary computer skills (i.e., familiarity with the Windows operating environment and basic PC-based software). A calculator is required and access to a computer is strongly advised.

Class Format:

All material will be presented in an interactive format that will require class participation and problem solving. Lecture and Lab time will be used to cover basic theories, provide time for practical examples for each of the concepts under consideration, and provide access to the computer lab.

ECU Information:

In the event of a weather emergency, information about ECU can be accessed through the following sources:

ECU emergency notices

ECU emergency information hotline: 252-328-0062

East Carolina University seeks to fully comply with the Americans with Disabilities Act (ADA). Students requesting accommodations based on a covered disability must go to the Department for Disability Support Services, located in Brewster A-114, to verify the disability before any accommodations can occur.

The telephone number 252-328-6799.

Syllabus

UnitTopic AreaChapter

1.Introduction01

Descriptive vs. Inferential

Scales of Measurement

Experimental Design

2.Data Exploration02

Graphs

Percentile Ranks

Linear Transformations

Using Computers

3.Measures of Central Tendency & Variability02

Means, Medians, and Modes

Standard Deviation, and etc.

4.Normal Distribution and Z-Scores03

Z Formulas

Properties of the Standard Normal Curve

Test 1: Chapters 1, 2, & 3 (January 31, 2002)

5.Probability05

Simple

Additive & Multiplicative Law

Permutations & Combinations

Binomial Distribution

6.Sampling Distributions and Hypothesis Testing04

Z Score Test

Type I/II Errors

7.Hypothesis Tests Applied to Means07

Z Test

Simple t Test

Independent t

Dependent t

Confidence Boundaries

8.Power Analysis08

Factors Affecting Power of a Test

One Sample t

Independent t

Dependent t

Test 2: Chapters 4, 5, 7, & 8 (March 7th, 2002)

9.ANOVA: Simple ANOVA 11

Introduction & Model

Assumptions/Violation of Assumptions

Calculations/Summary Table

Power

Multiple Comparisons12

Familywise (Experimentwise) Error Rate

A Priori Comparisons

Post Hoc Comparisons

10.ANOVA: Factorial Designs 13

Model

Calculations

Interactions

Multiple Comparisons

Power

Repeated and Mixed Designs14

Test 3: Chapters 11, 12, 13, & 14 (April 4th, 2002)

11.Correlation and Simple Regression09

Pearson Formulas

Standard Error of the Estimate, r2, & Significance Testing

Regression

Alternative Correlational Techniques (optional)10

12.Multiple Regression15

13.Analysis of Covariance16

14.Categorical Data Analysis: 206

Goodness of Fit

Contingency Table Analysis

Nonparametrics and Distribution-Free Tests (optional)18

Test 4: 6, 9, 15, & 16 (May 7th, 2002)