If we fail to reject the hypothesis is n one-way ANOVA, there is to that only tw

Question

If we fail to reject the hypothesis is n one-way ANOVA, there is to that only two treatment means differ. (a) True (b) False In a two-way ANOVA, factor A is run at 5 levels and factor B is run at 4 levels, them the number of degrees of for calculated to be 12. (a) True (b) False The Method of Least Squares specifies that the regression line has the sum of the errors equals 0 and the sum of the squares of error that is minimized. (a) True (b) False The test is used to check if A linear relationship exists between the response variable and at least one of the predictor variables is called the test for significance of regression. (a) True (b) False The trials of a multinomial are independent; that is, the outcome on one trial does not affect the outcome on other trials. (a) True (b) False

Explanation / Answer

1) Solving only one question as per Chegg policy. Kindly repost the rest.

Failing to reject means that there is not enough evidence to conclude that the two means are equal. This does not mean that we have enough evidence to conclude that the two means are different. hence, False.

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