Chapter 14 Flashcards

1
Q

Big R squared

A

Multiple Correlation

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2
Q

2 main applications of multivariate techniques

A

partial correlation
multiple regression

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3
Q

partial correlation

A

examine how a bivariate relationship changes when a control variable(s) is introduced (meaning a third or more)

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4
Q

Multiple Regression

A

Asses the effects of two or more independent variables on the dependent variable

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5
Q

Zero Order Correlation

A

how coefficients are correlated through calculations of bivariate relationships

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6
Q

If the partial correlation is different from the zero-order correlation, then

A

the third variable has to affect the bivariate relationship

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7
Q

Direct relationship

A

X —> Y

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8
Q

Intervening relationship

A

X –> Z –> Y

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9
Q

Spurious Relationship

A

Y
Z
X

Z can lead to either X or Y

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10
Q

What is the correlation Matrix often used for

A

to build a bivariate table for correlation coefficients between all possible pairs of variables

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11
Q

Correlation Matrix

A

-Overview of interrelationships in the data and may suggest how to dive deeper
-Detect high correlation between two or more independent variables

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12
Q

2 things multiple regression and correlation allows us to do

A

(regression) disentangle the separate effects of each independent variable
(correlation) asses the combined effects of the independent variables on Y

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13
Q

What types of variables does the least-squares regression equation involve

A

at least 2 independent variables

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14
Q

How many times does partial slope need to be calulated

A

How many variables there are
3 variables = 3 calculations

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15
Q

What do beta-weights show

A

the amount of change in the standardized scores of Y for a one-unit change in the scores of each independent variable

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16
Q

What does the coefficient of multiple determination show

A

the combined effect of all independent variables on the dependent variable

17
Q

Partial Slope

A

amount of change in the dependent variable Y associated with a unit of change in the independent variable X while controlling for the effects of the other independent variables

18
Q

Standardized partial slope

A

Amount of change int he standardized scores of Y for a one-unit change in the standardized scores of each independent variable while controlling the effects of all other independent variables

19
Q

Coefficient of multiple determination

A

proportion of the variance in Y that is explained by all the independent variables combined