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Introduction to Statistics for the Social Sciences SBS200 - Lecture Section 001, Spring 2017 Room 150 Harvill Building 9:00 - 9:50 Mondays, Wednesdays.

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Presentation on theme: "Introduction to Statistics for the Social Sciences SBS200 - Lecture Section 001, Spring 2017 Room 150 Harvill Building 9:00 - 9:50 Mondays, Wednesdays."— Presentation transcript:

1 Introduction to Statistics for the Social Sciences SBS200 - Lecture Section 001, Spring 2017 Room 150 Harvill Building 9:00 - 9:50 Mondays, Wednesdays & Fridays. Welcome

2 A note on doodling

3 Schedule of readings Before our fourth and final exam (May 1st)
OpenStax Chapters 1 – 13 (Chapter 12 is emphasized) Plous Chapter 17: Social Influences Chapter 18: Group Judgments and Decisions

4 Homework on class website:
Please complete homework worksheets #25 and #26 Multiple Regression Worksheet and Test Review Extended Due: Friday, April 28th

5 Test review and tutoring
Lab sessions Everyone will want to be enrolled in one of the lab sessions Optional Test review and tutoring

6 By the end of lecture today 4/26/17
Review for Exam 4

7 Review Sheet

8 As variability goes down, it is easier to reject the null
go down narrower As variability goes down, it is easier to reject the null ANOVA 99.18%

9 .9918 .4918 .5000 40 z = 52-40 5 z = 2.4 Go to table .4918 Add area
Lower half = .9918 also fine: % .9918 .4918 .5000 z =2.4 40

10 As variability goes down, it is easier to reject the null
go down narrower As variability goes down, it is easier to reject the null ANOVA 99.18% Interval True experiment

11 r2 Income Education has the largest correlation coefficient of 0.85
Yes No Age IQ 0.91 No Income x Education is a significant correlation, p < 0.05 None r2

12 75% because .52 = .25, so 25% is explained so 75% is not explained
Standard error of the estimate because it is a measure of the amount of error in the regression line (average of residuals) 81% because .92 = .81 19% The correlation between the heights of mothers and their daughters is moderate, positive and statistically significant, r(28) = 0.60; p< 0.05 36% because .62 = .36 64% because so 36% is explained so 64% is not explained – 36 = 64 75% because .52 = .25, so 25% is explained so 75% is not explained

13 r = 0.92 r2 = b = 84.64% 15.36% b = 55.286 b = residual r r2 b r2 b a 0 +1.0 anything anything 0 +1.0 anything anything anything anything any positive number

14 They are both difference from expected value
Residual is difference from score to predicted score (y – y’) Deviation score is difference from score to mean (x - µ) Over-performing The standard error of the estimate is the average of the residuals just like standard deviation is the average of the deviation scores zero That there is no significant difference between these groups

15 Y’ = 480.94 - 4.89 (temp) - 14.76 (insulation) + 3.06 (age)
480.94 -4.89 -14.76 3.06 Y’ = (temp) (insulation) (age) Y’ = x x x3

16 Decrease level of confidence from 99% to 95%
Yes Decrease variability (by increasing sample size or minimize variability due to error) Decrease level of confidence from 99% to 95% Easier Narrower Easier Common and rare scores

17 didn’t make a difference it did
Get smaller Type of cartoon Level of aggression Two-tail True 48 No difference in level of aggression based on type of cartoon watched Type of cartoon did make difference in level of aggression did make a difference it didn’t didn’t make a difference it did Mean approaches true population Shape approaches normality Variability goes down

18 58 3.5 12 3 25 100 4.0 84 percentile

19 Thank you! See you next time!!


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