Chapter 9: Correlation Flashcards

(16 cards)

1
Q

Correlation

A

Relationship b/w variables

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2
Q

Correlation Coefficient

A

Measure of the relationship b/w variables

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3
Q

Pearson Product-Moment Correlation Coefficient (r)

A

Most common correlation coefficient

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4
Q

Scatter Diagrams

A

Figure in which data points are plotted in 2D space

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5
Q

Predictor Variable (Independent)

A
  • Variable from which a prediction is made

- Knowing something about X should help you predict something about Y

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6
Q

Criterion Variable (dependent)

A

Variable to be predicted

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7
Q

Regression Line

A
  • Line of best fit
  • Represented by a straight line drawn through all data points
  • Must look for a line which minimizes the sum of the squared errors
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8
Q

Linea Relationship

A

Situation where the best fitting regression line is straight

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9
Q

Collinear Relationship

A

Situation best represented by something other than a straight line

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10
Q

Covariance

A

Statistic representing the degree to which two variables vary together

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11
Q

Spearman’s Correlation Coefficient

A

Correlation coefficient on ranked data

  • Why Rank?
  • -You either don’t trust the nature of the underlying scale, or want to down-weight extreme scores
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12
Q

Monotonic Relationship

A

Represented by a line that’s continually increasing (or decreasing) but doesn’t need to be straight

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13
Q

Effect of Range Restrictions & Non-linearity

A

The range over which X & Y vary

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14
Q

Range Restrictions

A

Cases where the range over which X & Y vary = artificially limited
-Visual effect of restricting range X or Y = reduced correlation

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15
Q

Regression

A
  • Statistical technique which uses a single, independent variable (X) to estimate a single, dependent variable (Y)
  • -Ie. How well do scores on one variable predict on another?
  • The predictor of one variable from knowledge of one or more other variables
  • Prediction/ representation of what we should expect to find
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16
Q

Least Squares Criterion

A
  • Sum of squared deviations b/w Y and the regression line is less than between Y and any other line
  • -When we meet this criterion, we obtain the line of best fit
  • –50% values are above & 50% values are below