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DATA ANALYSIS II

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1 or none 2 or more Total. Income. Less than $37,500 48 6 54 = or $37, ... Do younger women use bubble baths less than older women? Women under 35 Women 35-64 ... – PowerPoint PPT presentation

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Title: DATA ANALYSIS II


1
DATA ANALYSIS II
  • MKT 525

2
CROSS-TABULATIONS-1
  • Numbers of Cars
  • 1 or none 2 or more Total
  • Income
  • Less than 37,500 48 6 54
  • or gt 37,500 27 19 46
  • Total 75 25 100

3
CROSS-TABULATIONS-2
  • Numbers of Cars
  • 1 or none 2 or more Total
  • Income
  • Less than 37,500 89 11 100
  • or gt 37,500 59 41 100

4
CROSS-TABULATIONS-3
  • Numbers of Cars
  • 1 or none 2 or more
  • Income
  • Less than 37,500 64 24
  • or gt 37,500 36 76
  • Total 100 100

5
CROSS-TABULATIONS-4
  • Numbers of Cars
  • 1 or none 2 or more Total
  • Family size
  • 4 or less 90 10 100
  • 5 or more 23 77 100

6
CROSS-TABULATIONS-5
  • Family 4 members or less 5 or more
  • No. Cars 1 or none 2 or more 1 or
    none 2 or more
  • Income
  • Less than
  • 37,500 96 4 50 50
  • or gt
  • 37,500 81 19 7 93

7
CROSS-TABULATIONS-6
  • Size of family 4 or less 5 or more Total
  • Income
  • Less than 37,500 4 50 11
  • or gt 37,500 19 93 41

8
Chi Square Test
  • Does an observed set of frequencies match an
    expected pattern?
  • Requirements
  • samples in cells must be independent
  • Expected frequency must be 5 or more
  • SPSS Nonparametric- chisquare-test
    variable-expected value

9
(No Transcript)
10
Chi Square Compare Two Classifications
11
Compare means from two samplest-test
  • Assume the 2 samples are independent
  • Is there a difference in number of years to pay
    back a home improvement loan between SLs and
    other financial institutions?
  • SL Other
  • Mean years 8.7 7.7
  • Variance .5 .6
  • N 100 64
  • t (8.7 - 7.7)/.1175 8.51
  • At p.05, df n1n2-no. groups10064-2162,
    critical t 1.96

12
Compare proportions from two samples t-test
  • Do younger women use bubble baths less than older
    women?
  • Women under 35 Women 35-64
  • p(use bb) .13 .23
  • Std. Dev. .04 .04
  • N 144 169
  • Average p(use bb)weighted mean.184
  • Std. error of diff. of proportions.0439
  • t (.13 - .23) - 0 -2.28
  • .0439
  • df n - no. gps. 144 169 - 2 311 Critical
    t 1.96

13
SPSS
  • Chi Square-compare two classifications
  • Analyze-Descriptive Statistics -Crosstabs
    -Statistics-Chi square
  • t-test -compare mean with expectation
  • Analyze- Compare Means - One sample t-test - test
    variable - test value
  • t-test - compare independent samples
  • Analyze-Compare means -Independent samples-test
    variable-grouping variable-levels of 2 groups

14
Correlation
  • Is there an association between two variables?
  • If so, how strong is it?
  • What is the form of the association?
  • Correlation measure of relationship between two
    variables

15
Correlation-2
  • CORRELATION DOES NOT MEAN CAUSATION!
  • A measure of relationship NOT a proportion!
  • Reflects a linear relationship.
  • Can range from -1.00 to 1.00
  • Correlation high if points close together when
    form a line and low if points are far apart when
    form a line.
  • Correlation coefficient is standardized and
    dimensionless.
  • Value of correlation degree of relationship
  • Sign of correlation direction of relationship

16
SPSS for Correlation
  • Both continuous
  • Analyze-correlation-bivariate-enter 2 variables
  • One dichotomous and one continuous
  • Analyze-correlation-bivariate-enter 2 variables
  • Both dichotomous
  • Analyze-crosstabs-statistics-phi Cramers v
  • Both ranks
  • Analyze-correlation-Spearman-enter 2 variables

17
Simple linear regression
  • Want to predict value of one variable (DV) from
    another variable (IV)
  • Y bX a
  • For each unit increase in X there is a b increase
    in Y
  • r2 coefficient of determination proportion of
    variance accounted for by regression model.
  • Relation between correlation coefficient (r) and
    b
  • b r (s.d.y/s.d.x)

18
Simple regression SPSS
  • Analyze- regression - linear - dependent variable
    name - independent (predictor) variable name

19
Case
  • A baking company found a correlation of .70
    between the number of persons in a HH and the
    consumption of bread. They also found a
    correlation of -.35 between HH income and bread
    consumption.
  • How would you interpret these findings?
  • How much variance in HH bread consumption is
    explain by a linear regression model using the
    number of persons in the HH as the predictor
    variable?
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