Question 1

In a one-way ANOVA, ______ degrees of freedom are associated with the numerator of the F ratio.

Accepted Answer

The answer of In a one-way ANOVA, ______ degrees of...

Question 2

In a one-way ANOVA, the degrees of freedom associated with the error sum of squares is __________.

Accepted Answer

The answer of In a one-way ANOVA, the degrees of...

Question 3

When H₀: is rejected in ANOVA, we compute ____________ to identify pairs of means that differ.

Accepted Answer

The answer of When H₀: is rejected in ANOVA, we...

Question 4

A sum of squares divided by its corresponding degrees of freedom is called a ________________.

Accepted Answer

The answer of A sum of squares divided by its...

Question 5

The statistical technique used to test the equality of three or more population means is ___________________.

Accepted Answer

The answer of The statistical technique used to test the...

Question 6

The minimum and maximum of values of an F statistic are _______ and ______.

Accepted Answer

The answer of The minimum and maximum of values of...

Question 7

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. The F critical value for α = 0.05 is _____.

Accepted Answer

The answer of In a study of protein breakfast bars,...

Question 8

In ANOVA, when we do not reject the null hypothesis, ______ inference is made about the population means.

Accepted Answer

The answer of In ANOVA, when we do not reject...

Question 9

An ANOVA has three sources of variation. They are _____, _____, and _____.

Accepted Answer

The answer of An ANOVA has three sources of variation....

Question 10

ANOVA requires that the populations should be ______, ______, and have _____.

Accepted Answer

The answer of ANOVA requires that the populations should be...

Question 11

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. To select a critical F-statistic, the number of degrees of freedom for the numerator is _____.

Accepted Answer

The answer of In a study of protein breakfast bars,...

Question 12

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. If the error sum of squares is 0.09, the mean square error is _____.

Accepted Answer

The answer of In a study of protein breakfast bars,...

Question 13

The shape of the F distribution is _____________________.

Accepted Answer

The answer of The shape of the F distribution is...

Question 14

Assuming that the larger of two variances is in the numerator of an F-statistic, the rejection region to test a null hypothesis is in the _________ tail of the F distribution.

Accepted Answer

The answer of Assuming that the larger of two variances...

Question 15

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. If the brand sum of squares is 0.07 and the error sum of squares is 0.09, the calculated value of F is _____.

Accepted Answer

The answer of In a study of protein breakfast bars,...

Question 16

The test statistic used to compare two variances is the ___________ statistic.

Accepted Answer

The answer of The test statistic used to compare two...

Question 17

All values in an F distribution must be _____________.

Accepted Answer

The answer of All values in an F distribution must...

Question 18

The F distribution is useful when testing a requirement of two-sample tests of hypothesis. The requirement is _______________.

Accepted Answer

The answer of The F distribution is useful when testing...

Question 19

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. If the sum of squares for the brands is 0.07, the mean square for brands is _____.

Accepted Answer

The answer of In a study of protein breakfast bars,...

Question 20

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. To select a critical F-statistic, the number of degrees of freedom for the denominator is _____.

Accepted Answer

The answer of In a study of protein breakfast bars,...

Quiz 12: Analysis of Variance

In a one-way ANOVA, ______ degrees of freedom are associated with the numerator of the F ratio.

In a one-way ANOVA, the degrees of freedom associated with the error sum of squares is __________.

When H₀: is rejected in ANOVA, we compute ____________ to identify pairs of means that differ.

A sum of squares divided by its corresponding degrees of freedom is called a ________________.

The statistical technique used to test the equality of three or more population means is ___________________.

The minimum and maximum of values of an F statistic are _ and .

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. The F critical value for α = 0.05 is _____.

In ANOVA, when we do not reject the null hypothesis, ______ inference is made about the population means.

An ANOVA has three sources of variation. They are ___, _, and ___.

ANOVA requires that the populations should be , , and have _.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. To select a critical F-statistic, the number of degrees of freedom for the numerator is _____.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. If the error sum of squares is 0.09, the mean square error is _____.

The shape of the F distribution is _____________________.

Assuming that the larger of two variances is in the numerator of an F-statistic, the rejection region to test a null hypothesis is in the _________ tail of the F distribution.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. If the brand sum of squares is 0.07 and the error sum of squares is 0.09, the calculated value of F is _____.

The test statistic used to compare two variances is the ___________ statistic.

All values in an F distribution must be _____________.

The F distribution is useful when testing a requirement of two-sample tests of hypothesis. The requirement is _______________.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. If the sum of squares for the brands is 0.07, the mean square for brands is _____.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. To select a critical F-statistic, the number of degrees of freedom for the denominator is _____.

Quiz 12: Analysis of Variance

In a one-way ANOVA, ______ degrees of freedom are associated with the numerator of the F ratio.

In a one-way ANOVA, the degrees of freedom associated with the error sum of squares is __________.

When H0: is rejected in ANOVA, we compute ____________ to identify pairs of means that differ.

A sum of squares divided by its corresponding degrees of freedom is called a ________________.

The statistical technique used to test the equality of three or more population means is ___________________.

The minimum and maximum of values of an F statistic are _______ and ______.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. The F critical value for α = 0.05 is _____.

In ANOVA, when we do not reject the null hypothesis, ______ inference is made about the population means.

An ANOVA has three sources of variation. They are _____, _____, and _____.

ANOVA requires that the populations should be ______, ______, and have _____.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. To select a critical F-statistic, the number of degrees of freedom for the numerator is _____.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. If the error sum of squares is 0.09, the mean square error is _____.

The shape of the F distribution is _____________________.

Assuming that the larger of two variances is in the numerator of an F-statistic, the rejection region to test a null hypothesis is in the _________ tail of the F distribution.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. If the brand sum of squares is 0.07 and the error sum of squares is 0.09, the calculated value of F is _____.

The test statistic used to compare two variances is the ___________ statistic.

All values in an F distribution must be _____________.

The F distribution is useful when testing a requirement of two-sample tests of hypothesis. The requirement is _______________.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. If the sum of squares for the brands is 0.07, the mean square for brands is _____.

In a study of protein breakfast bars, five bars from each of three brands were tested to see if the mean amount of protein per bar differs among the brands. To select a critical F-statistic, the number of degrees of freedom for the denominator is _____.

When H₀: is rejected in ANOVA, we compute ____________ to identify pairs of means that differ.

The minimum and maximum of values of an F statistic are _ and .

An ANOVA has three sources of variation. They are ___, _, and ___.

ANOVA requires that the populations should be , , and have _.