Correlation Flashcards
- Measures the strength of association (linear relationship) between 2 variables
- Used in conjunction with scatterplots
Correlation
value of the correlation coefficient
a. –1 indicates a very strong negative correlation
b. +1 indicates a very strong positive correlation
c. As the r goes towards 0, the relationship becomes weaker.
c. 0 indicates no correlation
the variables move in the same direction. As 1 variable ↑, the other also ↑
Positive Correlation
the variables move in inverse direction. As 1 variable ↑ the other ↓
Negative Correlation
The most widely used correlation statistic
Pearson r correlation
Assumptions for Pearson r
a. Normally distributed (assumes a normal curve or bell shape for both variables)
b. Linear (assumes a straight-line relationship between each of the two continuous variables)
c. Homoscedastic (assumes that data is equally distributed about the regression line)
- A non-parametric test that measures the strength of dependence between 2 variables
- Used to measure the ordinal association between 2 measured quantities.
Kendall rank correlation:
A non-parametric test that is used to measure the degree of association between two variables.
Spearman rank correlation
Assumption for Spearman rank
a. Does not carry any assumptions about the distribution of the data
b. The variables are at least ordinal and the scores must be related