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Re: Testing the significant difference in Proportions

by GarcĂ­a-Granero :: Rate this Message:

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Hi Eins:

You don't need a special syntax to achieve that task. You have to split
your file by the categorical predictor and then run a goodness of fit
test (ANALYZE -> NON PARAMETRIC -> CHI-SQUARE) for the Yes/No variable
with equal expected values.

That's it.

Marta

Eins Bernardo wrote:


> Hi Jims, Bruce, et al,
>
>
Can someone translate the syntax of Bruce into syntax that do the same
but for SPSS data file with variables(predictor and dependent) in the
columns

> Jims More wrote:
> >
> > I have two categorical variables.  One is the response variable, a
> yes/no
> > variable.  The other is a categorical predictor variable which has 5
> > categories.  The proportion table of the gathered data (n=5000)
> looks like
> > as follows:
> >
> >                          Row % of Yes Response           Row % of No
> > Response
> > Category1                .40                                    .60
> > Category2                .30                                    .70
> > Category3                .80                                     20
> > Category4                .40                                    .60
> > Category5                .34                                    .66
> >
> > How to test using SPSS if the proportions of Yes and No are
> significantly
> > equal for each category?
> >
> > Thank you for any help.
> > Jims
> >
> Bruce replied:
>
> You can always roll your own, like this:
>
> data list list / cat (f2.0) x N (2f6.0).
> begin data
> 1 40 100
> 2 30 100
> 3 80 100
> 4 40 100
> 5 34 100
> end data.
>
> compute p = x/N.
> compute se = SQRT( p*(1-p)/N).
> compute z = (p - .5)/se.
> compute pvalue = 2*(1-(CDF.NORMAL(abs(z),0,1))) .
> format se pvalue (f5.3).
> list.
>
> You'll have to fill in the correct values of X and N, of course.
> .
>
> Thank you.
> Eins
>
>
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