|
Heibatollah Baghi, Ph.D.
|
Mastee Badii, Ph.D. Candidate |
|
Office Hours: Tues. & Wed. 10:00 – 12
Noon |
By Appointment |
 |
 |
This course examines univariate and bivariate
procedures appropriate for analyzing nursing research data. Emphases
are on selecting, applying, and computerizing procedures in relation
to the level of data and type and size of the sample in nursing
research.
- D. F. Polit (1996). Data Analysis & Statistics for Nursing
Research. Upper Saddle River, NJ: Prentice-Hall, Inc. (Required)
- M. J. Norusis (2006). SPSS 14.0 Guide to Data Analysis.
Upper Saddle River, NJ: Prentice-Hall, Inc. (Required)
- SPSS Inc. (2006). SPSS 14.0 for Windows Student Version.
(Version 4). Upper Saddle River, NJ: Prentice-Hall, Inc. (Unless
you have frequent and easy access to a GMU computer lab or
another computer with SPSS software, you need to purchase this.
We will use SPSS weekly and you will need it for homework. SPSS
15.0 will be available soon but 14.0 is preferable for this
course. If you don’t have access to a PC and were planning to
use an Apple computer for this course, contact me.)
SPSS 14.0 is the most up-to-date software currently available. If
you do not have access to GMU campus computers with SPSS (SPSS is
available on all computers labs at the GMU computers) it can be
purchased and installed on your computer. The student version is
sufficient for the course.
COURSE OBJECTIVES
By the end of this course, the students will be able to:
- Identify the measurement scale (level of data) on which
healthcare data are collected.
- Discuss the purposes of descriptive and inferential
statistics.
- Describe the sampling distributions and discuss their use in
inferential statistics.
- Differentiate between parametric and nonparametric tests.
- Perform various parametric statistical tests including
one-sample z-test, one-sample t-test, two independent samples,
two dependent samples and Pearson correlation coefficient.
- Interpret the components in a one-way analysis of variance
(ANOVA).
- Identify the elements in the simple regression equation
model.
- Run SPSS for univariate and bivariate statistical tests and
interpret the results.
- Perform various nonparametric tests including Chi-square
test, the Mann-Whitney test, the sign test and the Spearman rank
correlation.
- Use selected graphics program for presenting healthcare
research data.
EVALUATION
- Class Attendance and Participation (10 points)
- Quizzes (15 points)
- Written homework assignments (85 points)
- Research Project (15 points)
- Final exam (25 points)
GRADING SCALE
| Scores |
Percentage |
Grade |
| 141 – 150 |
94 –100 |
A |
| 135 - 140 |
90 – 93 |
A- |
| 130 - 134 |
87 – 89 |
B+ |
| 125 - 129 |
83 – 86 |
B |
| 120 - 124 |
80 – 82 |
B- |
| 111 -
119 |
74 – 79 |
C |
CLASS SCHEDULE
Jan 30
Topic
1
Introduction:
Goals of the course.
- Research Variables,
- Scales of Measurement.
- The Uses of Data Analysis;
- An overview of SPSS 13.0 (Data Analysis & Statistics Ch. 1;
SPSS 13.0 Guide to Data Analysis Ch. 2)
Feb 6
Topic
2
Descriptive Statistics for Univariate Sample Data
- Frequency Tables,
- Graphic Display of Frequency Distributions: Pie and Bar
Charts and Histograms.
- (Data Analysis & Statistics Ch. 2; SPSS 13.0 Guide to Data
Analysis Ch. 4)
Feb 13
Topic
3
Descriptive Statistics for Univariate Sample Data
- Measures of Central Tendency and Variability;
- Applications of Central Tendency and Variability.
- (Data Analysis & Statistics Ch. 3, pp 43-55; SPSS Guide to
Data Analysis Ch.5)
Feb 20
Topic
3
Normal Distributions and Standard Scores
- Properties of the Normal Distribution;
- Areas under the Normal Curve.
- Data Analysis & Statistics Ch. 3, pp 56 - 67;
- SPSS 13.0 Guide to Data Analysis Ch. 11, pp.213-218 and 225
- 231.
- Quiz # 1: Descriptive Statistics
Feb 27
Topic
4
Bivariate Descriptive Statistics
- Cross-tabulation;
- the Covariance,
- the Pearson’s r, and Coefficient of Determination.
- (Data Analysis & Statistics Ch. 4; SPSS Guide to Data
Analysis Ch. 21, pp. 488- 490.)
Mar 6
Topic
5
Inferential Statistics:
Normal Distribution
- Sampling Distribution II of Means;
- Hypothesis Testing;
- Estimation of Parameters for Normal Distribution.
- (Data Analysis & Statistics Ch.5; SPSS13.0 Guide to Data
Analysis Ch.11)
Mar 13
Topic
5 Hypothesis Testing and Interval Estimation Using
Student t
Distribution
- Steps in Hypothesis Testing;
- One-Sample Significance Testing;
- Point Estimates, and Confidence intervals.
- (Data Analysis & Statistics Ch. 5; SPSS Guide to Data
Analysis Ch. 12)
- Quiz # 2: Pearson Correlation.
Mar 20
Topic
6
Comparing the Means of Two Populations
- The t Test for 2 Independent Samples;
- Determination of Sample Size.
- (Data Analysis & Statistics Ch. 6, pp. 127-134; SPSS 13.0
Guide to Data Analysis Ch. 14)
Mar 27
Topic
6
Comparing the Means of Dependent Samples.
- The t Test for Two Dependent Samples.
- (Data Analysis & Statistics Ch. 6, pp. 134-153; SPSS 13.0
Guide to Data Analysis Ch.13)
Apr 3
Topic
7 Comparing the
Means of Three or More Independent Samples
- ANOVA; Power Analysis in an ANOVA Context.
- (Data Analysis & Statistics Ch. 7, pp. 155-165 & 173-180; SPSS Guide to Data Analysis Ch.15)
Apr 10
Topic
9 Inferences about the
Pearson Product Moment Correlation.
- Coefficient. Statistical Power and Selecting an Appropriate
Sample Size.
- (Data Analysis & Statistics Ch. 9 pp. 225 - 234)
Apr 17
Topic
9
Regression and Prediction
- Correlation, Prediction, Regression and Sums of Squares.
- (Data Analysis & Statistics Ch. 9 pp. 237-255; SPSS 13.0
Guide to Data Analysis Ch. 20)
- Quiz # 3: ANOVA
Apr 24
Topic
8
Measures of Association for Nominal Data
- The χ2 Test of Independence;
- (Data Analysis & Statistics Ch. 8 pp. 193-202; SPSS 13.0
Guide to Data Analysis Ch. 17)
May 1
Topic
8 Parametric Versus
Nonparametric Tests.
- Course/Faculty Evaluation.
- (Data Analysis & Statistics Ch. 8 pp. 202-222; SPSS 13.0
Guide to Data Analysis Ch. 18 pp. 383-400)
May 8 Final Exams.
SPECIFIC COURSE OBJECTIVES
These objectives should be used to guide your reading of the
material and preparation for exam.
|
Topic |
Objectives
|
|
1 |
Demonstrate the various ways of
running SPSS for Windows: Menus and Syntax commands and
indicate when each method is most appropriate.
|
|
1 |
Illustrate how SPSS for Windows
can select and transform data in the Data Editor in order to
facilitate data analysis. |
|
1 |
Demonstrate how to open an
existing data file, to read ASCII data files, and to enter
data into SPSS for Windows. |
|
1 |
Define measurements scales and
discuss the properties of each scale; explain the
appropriateness of each scale to statistical testing
methods. |
|
1 |
Distinguish between descriptive
and inferential statistics. |
|
2 |
Differentiate among Univariate,
Bivariate, and Multivariate statistics. |
|
2 |
Select appropriate procedures
for summarizing distributions and describing Univariate
sample data and bivariate association. |
|
1 & 2 |
Distinguish between dependent and independent variables.
|
|
1 & 2 |
Distinguish between discrete and continuous variables.
|
|
2 |
Interpret data presented in bar charts, pie charts, and
histograms. |
|
2 |
Indicate the appropriate types of graphs that can be used for
displaying data. |
|
3 |
Compute measures of central tendency: mean, median, and mode.
|
|
3 |
Compute measures of variation: range, variance, and standard
deviation. |
|
3 |
Describe the properties of the normal curve and standard
scores. |
|
4 & 8 |
Discuss measures of association appropriate for nominal,
ordinal, interval and ratio data. 4 & 9 Compute and explain the
meaning of Pearson’s correlation coefficient. |
|
4 & 9 |
Compute and interpret the coefficient of determination.
|
|
5 |
Explain the concept of the sampling distribution of means.
|
|
5 & 6 |
Interpret the standard error of the mean.
|
|
5 & 6 |
Explain a probability distribution and its major use.
|
|
5 |
State the meaning and basic properties of probability.
|
|
5 |
Explain the importance of the Central Limit Theorem.
|
|
7 |
Define type I error, type II error, statistical power, and
effect size. |
|
5 |
Illustrate how to conduct a statistical test about a population
mean based on a one-sample z test. |
|
5 |
Illustrate how to conduct a test about a population mean based
on a one-sample t test. |
|
6 |
Illustrate how to test hypothesis involving mean differences
between independent samples. 6 Illustrate how to test hypothesis
involving means of dependent samples. |
|
5 |
Explain the meaning of a null hypothesis and alternative
hypothesis. |
|
6 |
Determine the sample size needed for a study, given α, β, and
effect size. |
|
8 |
Demonstrate the utility of the Chi-square test of independence.
|
|
6 & 7 |
Distinguish between statistical and practical significance.
|
|
5 & 6 |
Distinguish between the test statistics and critical value.
|
|
4 & 9 |
Distinguish between the purposes of correlation and
regression. |
|
4 & 9 |
Perform a test of significance of a correlation
coefficient. |
|
9 |
Compute and interpret the elements in regression analysis.
|
|
9 |
List the null and alternative hypotheses in regression
analysis. |
|
7 |
Develop and interpret the source table in ANOVA.
|
|
7 |
List the null and alternative hypothesis generated in ANOVA.
|
|
7 |
Compute appropriate post hoc analyses in ANOVA.
|
|
7 |
Run SPSS for ANOVA and regression and discuss the results
|
|
7 & 9 |
Explain the assumptions of ANOVA and regression.
|
|
8 |
Differentiate between parametric and nonparametric tests.
|
HOMEWORK ASSIGNMENTS
| Assignment |
Points |
Topic |
Due date |
|
1 |
10 |
Descriptive Statistics |
Feb 6 |
|
2 |
10 |
Univariate Statistics 1 |
Feb 13 |
|
3 |
10 |
Univariate Statistics 2 |
Feb 20 |
|
4 |
10 |
Normal Distributions |
Feb 27 |
|
5 |
10 |
Bivariate Distributions |
Mar 6 |
|
6 |
10 |
Hypothesis Testing (z test; t test) |
Mar 20 |
|
7 |
10 |
Comparing the Means of 2 Groups |
Apr 3 |
|
8 |
15 |
Research
Paper, ANOVA |
Apr 17 |
|
9 |
10 |
Regression and Prediction |
Apr 24 |
|
10 |
5 |
Chi-Square Test |
May 1 |
| Total |
100 |
|
|
Note. The assignments must be typewritten and double-spaced.
GUIDELINES FOR WRITTEN RESEARCH PAPER: ASSIGNMENT ≠ 8
Using the data set that will be provided by the instructor on
November 15, perform the analysis of variance (ANOVA) statistical
procedure and write a report. Your report should include the
following sections:
- Introduction, including research questions,
with hypotheses listed in words and symbols;
- Method, including
population, sample, research design, and statistical method used for
data analysis;
- Results, including descriptive statistics,
inferential statistical analysis using a summary table; (SPSS
outputs should be attached to the assignments); and
- Discussion,
including summary and interpretation of the findings reported in the
previous sections relative to the research questions you posed
The project must be typewritten, double spaced and very limited
in length.
EVALUATIVE CRITERIA FOR THE RESEARCH PAPER
| Clarity and focus |
3 2 1 0 |
| Relatedness to course objectives |
3 2 1 0 |
| Level of analysis (i.e. intensive summary) |
3 2 1 0 |
| Accuracy of interpretations |
3 2 1 0 |
| Validation of assumptions |
3 2
1 0 |
3 = Adequate, 0 = Inadequate
|