- Correlation coefficient.
- Calculation using the Data Analysis Add-in.
- Calculation using the CORREL function.
- Covariances.
CORRELATION COEFFICIENT
The correlation coefficient between two series, say x and y, equals
Covariance(x,y) / [Sqrt(Variance(x)) * Sqrt(Variance(y))]
where
- Covariance(x,y) is the sample covariance between x and y: (1/(n-1)) × Σ i (xi - xbar)(yi - ybar)
- Variance(x) is the sample variance of x: (1/(n-1)) × Σ i (xi - xbar)2
- Variance(x) is the sample variance of y: (1/(n-1)) × Σ i (yi - ybar)2
CALCULATION USING THE DATA ANALYSIS ADD-IN (Lean how to activate it here)
The data used can be downloaded here here
We consider only two series, but we could do the same for more than two series.
- In the Data Group select the Data Analysis Add-in
- Select Correlation
- Fill out the Correlation dialog box as below
When you click data analysis,
When you click OK,
The Result
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