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Hello and welcome
to a quick tutorial

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on how to calculate a multiple
linear regression using JASP.

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Now, for our
purposes here, we are

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going to use the
exact same example

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for the multiple
linear aggression

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that we used in
Quantitative Research

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Methods for
Communication, A Hands-On

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Approach, The Fourth Edition.

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In that case, we wanted
to look at the combined

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linear relationship among
communication apprehension,

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assertiveness, responsiveness,
and willingness

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to communicate with the
belief that everyone

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should be required to take
public speaking in college.

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So let's go ahead
and look at this.

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So to calculate this, I'm going
to come up here to Regression,

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and I'm going to scroll
down to Linear Regression.

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Then, I want to
find the variables

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that I am looking for.

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So let's start off
with what we call

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the covariates in
this case, which

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are going to be
the Communication

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Apprehension, Assertiveness,
Responsiveness,

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and the last one is going
to be that Willingness

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to Communicate.

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And we're going
to be correlating

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this with that belief that
public speaking should be

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taken by everyone in college.

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So I'm going to go ahead and put
that in the Dependent Variable

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box.

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And immediately,
all the information

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that we need for R-squared
has been populated.

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So our R-value, as you
can see here, is 0.31.

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R-squared is 0.096, so
roughly 9.6% of the variance

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can be accounted for by the
model of big communication

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apprehension, assertiveness,
responsiveness, and willingness

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to communicate.

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The next one is the
ANOVA summary table.

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We know our degrees of
freedom are 4 and 582.

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The F-test is 15.52.

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And we can see that
our probability

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value or our significance
level is P is less than 0.001.

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So that gives us our basic,
overall regression model.

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So we know that the regression
is statistically significant.

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So now let's look and see
which of the four covariates

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are accounting for
unique variance.

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So the very first
one, to find this out,

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you can come over
here to the P column.

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And the first one is
Communication Apprehension,

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and you'll notice that
it is less than 0.001.

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So this row is
statistically significant.

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And that t-value
is negative 6.90.

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And the beta weight
is a negative 0.310.

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The standardized weight
or the beta weight--

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what that basically lets
us know is the magnitude.

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And you can also think of it, in
many ways, like a correlation.

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So because this is
negative, we can definitely

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know that a person's level
of communication apprehension

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is negatively-related, in
this model, to their belief

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that all students should
be required to take

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public speaking in college.

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So let's see if any
of the other ones are.

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Well, Assertiveness,
the P-value is 0.15,

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so that's greater than 0.05.

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Responsiveness is at 0.318.

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Again, greater than 0.05.

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And Willingness to
Communicate is that 0.563.

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So again, that's not
statistically significant.

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So the only variable
that accounts

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for unique variance
in this model

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is Communication Apprehension.

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And that is how you can run
a multiple linear regression

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using JASP.

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