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IN ONE-WAY ANALYSIS OF VARIANCES, IF MS_(B)lt MS_(pi ) , IT SHOULD BE CONCLUDED THAT Select one: insignificance of the choice of means there is significant in variance of means there is no influence of averages on factor F there is no significant effect of factor F on X there is significant effect of factor F on X

Вопрос

IN ONE-WAY ANALYSIS OF VARIANCES,
IF MS_(B)lt MS_(pi ) , IT SHOULD BE
CONCLUDED THAT
Select one:
insignificance of the choice of
means
there is significant in variance of
means
there is no influence of averages on
factor F
there is no significant effect of
factor F on X
there is significant effect of factor F
on X

IN ONE-WAY ANALYSIS OF VARIANCES, IF MS_(B)lt MS_(pi ) , IT SHOULD BE CONCLUDED THAT Select one: insignificance of the choice of means there is significant in variance of means there is no influence of averages on factor F there is no significant effect of factor F on X there is significant effect of factor F on X

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Галина
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In one-way analysis of variance (ANOVA), the null hypothesis states that there is no significant difference between the means of the different groups being compared. The alternative hypothesis states that there is a significant difference between the means of the groups.<br /><br />In this case, if $MS_{B} < MS_{W}$, it means that the between-group variance ($MS_{B}$) is less than the within-group variance ($MS_{W}$). This indicates that there is no significant effect of factor F on X.<br /><br />Therefore, the correct answer is: there is no significant effect of factor F on X.
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