The oneway ANOVA is a generalization of what other statistical test?  

2. The conclusion that you would draw from the test above is:
A. fail to reject the null hypothesis.
B. reject the null hypothesis. There is strong evidence (P < 0.05) that the means for each of the months are different than one another.
C. reject the null hypothesis. There is strong evidence (P < 0.05) that the mean for at least one of the months is different.
D. accept the null hypothesis.
1.
In ANOVA, we take null hypothesis as all means are same and alternative hypothesis as all means are not same.
In twosample ttest, we take null hypothesis two means are same and alternative hypothesis two means are not same.
So, oneway ANOVA can be considered as combination of ttests.
Thus the oneway ANOVA is a generalization of the twosample ttest for independent means.
2.
Two conclusions from ANOVA are as follows.
Hence, the conclusions that you would draw from the test above are
A. Fail to reject the null hypothesis.
C. Reject the null hypothesis. There is strong evidence (P < 0.05) that the mean for at least one of the months is different.
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