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Correlation
a relationship between two variables
Positive relationships
an increase in one variable predicts an increase in the other
Negative relationships
an increase in one variable predicts a decrease in the other
A correlation alone cannot be used to make a definitive statement about
causation
Sign in a correction
Direction
Number in a correction
Strength
Which graph is the most effective way of presenting relationship data
Scatterplots
Negative relationship scatterplot
slanting downward
Positive relationship scatterplot
Slanting upward
Curvilinear relationships scatterplot
Curve in the graph
Assumptions of the Pearson Correlation
- Uses two variables
- Both quantitative*
- Linear relationship
- Minimal skew/no large outliers
- Must observe the whole range for each variable
Pearson r correlation coefficient
a way of numerically expressing correlation
Pearson r range
-1 to +1
Nonparametric Analysis Spearman's Rank data
for ordinal and skewed data
Kendall's tau-b
for ordinal and skewed data, less affected by error
ETA
a special coefficient used for curvilinear relationships
Interpreting Correlation Values calculation
r^2 * 100
r^2 * 100 meaning
% change in variable accounted by another variable