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Hello and welcome
to a quick tutorial

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on how to calculate a
chi-square using PSPP.

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Now, we are using the
chi-square.sav data set.

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This is the data
set that goes along

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with the example in
the chi-square chapter.

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If you remember, it's
basically looking

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at the differences
between females and males

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and when they took public
speaking in college.

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So you'll see over here we
have two different variables.

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We had Sex and we had
Class, which is again

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what classification
they were-- whether they

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were a first-year student,
sophomores, juniors,

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or seniors.

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And Sex, of course,
was males and females.

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So to analyze and
conduct a chi-square,

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you go to Analyze, Descriptive
Statistics, Crosstabs.

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And then the Crosstabs
menu is going to pop up.

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Now, what you want to do is
select your first variable,

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in this case Sex, and click
the arrow next to the Rows box.

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And then Class, and select the
arrow next to the Columns box.

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That's going to put your
two nominal variables over

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into the boxes where
they need to be.

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And then all you have to do is
click on the Statistics button.

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You'll notice that Chi-Square is
automatically selected for us.

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We want to go ahead and
also select that Phi.

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This is Cramer's Phi.

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So we're going to then go ahead
and click Continue on that.

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And at that point, all you
have to do is click OK.

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And here is what the results
are going to look like.

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The first big box
here is just letting

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you know the number
of people that we had.

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In this case it
was 100, so that's

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what you're going to see there.

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Then we have the
breakdown table,

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so you know how
many males took it

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when they were in pre-college,
how many females took it

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when they were seniors.

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So that you have the, again,
percentages and the percentages

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of the totals.

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Which is why you can always have
the count, row percent, column

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percent, and the total percent.

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So in this case,
the count was 6.

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The row percent was 12,
so that's 12% of males.

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The column percent
basically lets

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us know that it accounted
for 46.5% of those

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who took it in pre-college.

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And 6% of the actual total.

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So that's what those extra
numbers there are telling us.

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From there you actually have
your chi-square statistic.

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It's right here.

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It's the one that says
Pearson Chi-Square.

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The value was 22.36.

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The degrees of freedom was 4.

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And the significance level
of the p-value was 0.000.

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Don't forget, in APA style,
we always report it only at p

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is less than 0.001.

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So 0.000 would be turned
into p is less than 0.001.

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And last but not least, we have
both Phi and Cramer's V here.

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You'll notice those
are those same numbers,

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so we just usually report
Cramer's Phi of 0.47,

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letting us know the
magnitude of this difference.

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And that is how you can run
a chi-square using PSPP.

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