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David Pieper, Ph.D. dpieper@med.wayne.edu STATISTICS David Pieper, Ph.D. dpieper@med.wayne.edu.

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Presentation on theme: "David Pieper, Ph.D. dpieper@med.wayne.edu STATISTICS David Pieper, Ph.D. dpieper@med.wayne.edu."— Presentation transcript:

1 David Pieper, Ph.D. dpieper@med.wayne.edu
STATISTICS David Pieper, Ph.D.

2 Types of Variables Categorical Variables
Organized into category No necessary order No quantitative measure Examples male, female race marital status treatment A and treatment B

3 Types of Variables Continuous Variables
Have specific order Examples: weight temperature blood pressure Age Test score May be converted to categorical

4 Descriptive Statistics
Measures of central tendency mean (average) Measures of variability range standard deviation

5 Results of Memory Test Age Gender Age Group Student or Parent
Total Score 17 M HS S 52 16 49 30 F Adult P 50 47 43 41 36 51 33

6 Descriptive Statistics for Memory Test
Age Total Score Number of Cases 309 Minimum 7 12 Maximum 72 54 Mean 24.9 38.0 SD 16 8

7 Research Hypothesis Null hypothesis: relationship among phenomena does not exist Example: Age does not have an influence on memory

8 Probability and p Values
1 in 20 or 5% chance groups are not different when we say groups are significantly different p < 0.01 1 in 100 or 1% chance of error p < 0.001 1 in 1000 or .1% chance of error

9 Type of Statistical Test to Use
Continuous variable as end point 2 groups: t-test 3 or more groups: ANOVA Relation between 2 categorical variables: Chi-square test Relation between 2 continuous variables: Regression analysis or correlation

10 T-test When comparing 2 groups and end-point variable is continuous
Purpose is to determine if the difference between the 2 groups is unlikely due to chance

11 T-test Examples: Blood pressure before and after exercise program
Would parents do better on a memory test than students

12 T-test results comparing Parents and Students Total Score
Number Mean SD Students 180 37.0 8.0 Parents 129 39.5 7.9 p < 0.05 Parents had higher scores than students

13 Analysis of Variance (ANOVA)
When comparing 3 or more groups and end-point is continuous Example: Compare score on memory test among: Grade school students Middle school students High school students Parents

14 Total Score Analysis of Variance p < 0.001
High School Students and Adults scored better than Grade School or Middle School Students Middle School Students scored better than Grade School Students

15 Chi-square Test When comparing 2 or more groups and the end point is categorical

16 Chi-square Gender and Parent vs Student
Total Female 101 (56%) 77 (60%) 142 Male 79 (44%) 52 (40%) 103 140 105 245 Percent P = 0.6 There was no significant gender difference between students and parents

17 Correlation or Regression
When determining if there is a linear relationship between 2 continuous variables Ranges from -1 to 1

18 Pearson’s Correlation Coefficient
Is Diastolic BP related to Weight? r = p < 0.01

19 (mm Hg) (kg) (

20 Correlation of Age and Score on Memory Test
No correlation of age and score on memory test

21 Illustrations: Use Graphs
Label axes Include brief description p < 0.01 Patients that failed the exercise test had a higher mortality than patients that passed

22 Free Statistics Software
Systat: List of Free Statistics Software:


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