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Statistics & SPSS Review Fall 2009. Types of Measures / Variables Nominal / categorical – Gender, major, blood type, eye color Ordinal – Rank-order of.

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Presentation on theme: "Statistics & SPSS Review Fall 2009. Types of Measures / Variables Nominal / categorical – Gender, major, blood type, eye color Ordinal – Rank-order of."— Presentation transcript:

1 Statistics & SPSS Review Fall 2009

2 Types of Measures / Variables Nominal / categorical – Gender, major, blood type, eye color Ordinal – Rank-order of favorite films; Likert scales? Interval / scale – Time, money, age, GPA

3 Variable TypeExampleCommonly-used Statistical Method Nominal by Nominalblood type by genderChi-square Scale by NominalGPA by gender GPA by major t-test Analysis of Variance Scale by Scaleweight by height GPA by SAT Regression Correlation Main Analysis Techniques

4 Variable TypeExampleCommonly-used Statistical Method Nominal by Nominalblood type by gender Chi-square Scale by NominalGPA by gender GPA by major t-test Analysis of Variance Scale by Scaleweight by height GPA by SAT Regression Correlation Main Analysis Techniques

5 SPSS Cross –tab with Chi-Square

6 p <.05

7 Variable TypeExampleCommonly-used Statistical Method Nominal by Nominalblood type by genderChi-square Scale by NominalGPA by gender GPA by major t-test Analysis of Variance Scale by Scaleweight by height GPA by SAT Regression Correlation Main Analysis Techniques

8 SPSS t-test Output

9 1. Read means 2. Read Levene’s Test 3. Read p value

10 Variable TypeExampleCommonly-used Statistical Method Nominal by Nominalblood type by gender Chi-square Scale by NominalGPA by gender GPA by major t-test Analysis of Variance Scale by Scaleweight by height GPA by SAT Regression Correlation Analysis of Variance

11 SPSS ANOVA output

12 p value

13 Variables & Statistical Tests Variable TypeExampleCommon Stat Method Nominal by nominal Blood type by gender Chi-square Scale by nominalGPA by gender GPA by major T-test Analysis of Variance Scale by scaleWeight by height GPA by SAT Regression Correlation

14 Variance   x i - Mean ) 2 Variance = s 2 = ----------------------- N Standard Deviation = s =  variance

15 Regression line W = 3.3 H - 73

16 Scatterplot: Sentence by G.P.A.

17 Regression Coefficients Sentence = -3.5 G.P.A. + 18

18 Correlation

19 Correlation: Sentence & G.P.A.

20 p value

21 Interpreting r as r 2 r = -.22 r 2 =.05 G.P.A. “explains” 5% of variance in SENTENCE length Correlation


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