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SOC 3811

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Calculating z/t score: (note: the formula of is different for cases) 14. 14. 14. Calculating z/t : For any two means, the difference ... 95% Confidence Interval ... – PowerPoint PPT presentation

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Title: SOC 3811


1
  • SOC 3811
  • Basic Social Statistics

2
Class overviewCompare means of two groups
  • Assignment 4 correction
  • Concept review
  • Two sample t-test different cases
  • Assignment 5

3
Simple regression model
4
Interpretation
  • Education has a positive influence on the
    respondents age when his/her first child was
    born.
  • the slop 0.61
  • For each additional year of schooling, it delays
    when the respondent had his/her first child born
    by 0.61 year (about 7.3 months).

5
Multiple Regression Model
6
Interpretation
  • Education and Professional type both have
    positive influence on the age when the
    respondents first child was born.
  • the slop for Educ 0.495
  • the slop for PROF 1.360
  • Controlling for professional type, every
    additional year of schooling delays when the
    respondents first child was born by 0.50 year
    (about 6 months).
  • Controlling for education, being in a managerial
    position delays when the respondents first
    child was born by 1.36 year (about 1 year and
    4months).

7
Multiple Regression Model with Interaction term
8
Interpretation
  • No interaction effect based on this data.
  • Being in a managerial position does not mediate
    the influence of education on the respondents
    age when the first child was born.

9
Independent samples T-test
10
F-test
  • Ho variances are equal
  • Ha variances are not equal
  • If Sig. (p value)gt.05 ? cant reject Ho
  • (variances are
    equal)
  • If Sig. (p value).05 ? reject Ho
  • (variances are
    not equal)

11
T-test
  • Ho
  • Ha
  • Calculating z/t score
  • (note the formula of is different for cases)

12
  • Calculating z/t
  • For any two means, the difference will also fall
    in a certain range. We can guess the range in
    which it typically falls
  • one-tail test two-tail test

-1.645
-1.96
1.96
13
Dependent samples T test
14
95 Confidence Interval
  • If 95 C.I. captures the null value (0) ? cant
    reject the null hypothesis
  • If 95 C.I. doesnt capture the null value (0) ?
    reject the null hypothesis

15
Example 1
16
Example 1
17
Example 1
18
Independent samplesUnequal variance

19
Example 2
20
Example 2
21
Example 2
22
Independent samples / Equal variances
23
Example 3
24
Example 3
25
Dependent samples
26
  • Assignment 5 due next lab
  • Occupation , Industry are not continuous
    variables!!
  • Notice how the values ordered!
  • Dont forget to pick up your assignment.
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