This video shows you how to get the correlation coefficient, scatterplot, regression line, and regression equation These tasks do not require the Analysis
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This video shows you how to get the correlation coefficient, scatterplot, regression line, and regression equation These tasks do not require the Analysis
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Chapter 10, Using Excel:
Correlation and Regression
Correlation and Regression with just Excel.Play Video.This video shows you how to get the correlation coecient, scatterplot, regression line, and regression
equation. These tasks do not require the Analysis ToolPak or StatPlus:mac LE. Everything can bedone easily with the out-of-the-package copy of Excel. It's one of Excel's best statistical features.
Additional Regression Information with the Analysis ToolPak (Windows Users)2 Additional Regression Information with StatPlus:mac LE (Mac Users)3 Getting and Running the Analysis ToolPak and StatPlus LE4 2 Additional Regression Information with the Analysis ToolPak (WindowsUsers)
Correlation coecient(s) with the Analysis ToolPak.1.Datatab!Data Analysis!Correlation
2. Hig hlightall the columns con tainingv ariablesy oususp ectare correlated. 3. C heckLabels in First Rowonly if you highlighted the top row labels. 4. C lickthe Output Range:and select a place for the output by clicking on a cell. It will create an nxnarray wherenis the number of variables (columns). 5. C lickOKand this will produce an array of correlation coecients between all of the variables repre- sented by the columns. It's good for seeing which of many variables are most strongly correlated.The regression option with the Analyis ToolPak:
1.Datatab!Data Analysis!Regression
2.En terthe X and Y data b yhighligh tingit.
3. C hecklabelsonly if you highlighted the top row labels. 4.Do n'tc heckconstant is zeroorconfidence level.
5. C lickthe Output Range:and choose an output location by clicking on a cell. 6.C lickOKand you get results like those below.{Multiple Ris the correlation coecient =randR-square=r2.
{Adjusted R-squareis a more appropriate value when the data comes from a sample. {Standard Erroris the standard error used in calculating a prediction interval ofyfor a given value ofx. {Significance Fdenotes theP-value of the test statistic used in a hypothesis test withH0:= 0. If it is less than, we reject the null hypothesis and conclude there is a linear correlation between the population variables. {Coefficientsgive they-intercept and the slope of the regression equation. 3 Additional Regression Information with StatPlus:mac LE (Mac Users)