MS Excel - Example No.7

 

1. Input data of control and test sample into a table (e.g. cells B3:B12 and C3:C12); calculation of mean value (average) of samples: in cells B13 and C13 call menu Insert - Function - Statistical - AVERAGE; calculation of standard deviation (SD) for samples: in cell B14 and C14 call menu Insert - Function - Statistical - STDEV (see examples 1, 2).

Calculation of F-test (test for differences between variances): in the cell B15 call menu Insert - Function - Statistical - FTEST. Into field Array 1 in dialog window input cells for calculation - B3:B12, into field Array 2 input cells C3:C12 (it is possible to mark them by means of mouse), push the button OK to get result:

E_pr7a.jpg

 

2. Displayed results of calculations:

E_pr7b.jpg

 

3. Result of F-test: p=0.03248  indicates the probability of null hypothesis about homogeneity of variances (= probability of a error). As calculated p < 0.05, it means that difference between variances is statistically significant (H0: s1=s2 is rejected).

Conclusion: As difference between variances of control and test groups is statistically significant (p < 0.05), the preparation tested influences the variance of the activity of AST in blood serum in dairycows.

 

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