Question

Consider the partially completed​ one-way ANOVA summary table below. ​a) Complete the remaining entries in the...

Consider the partially completed​ one-way ANOVA summary table below.

​a) Complete the remaining entries in the table.

​b) How many population means are being​ tested?

​c) Using

alphaαequals=0.010.01​,

what conclusions can be made concerning the population​ means?

Source

Sum of Squares

Degrees of Freedom

Mean Sum of Squares

F

Between

129129

​?

​?

​?

Within

​?

2020

​?

Total

269269

2323

LOADING...

Click the icon to view a table of critical​ F-scores.

​a) Complete the ANOVA table below.

Source

Sum of Squares

Degrees of Freedom

Mean Sum of Squares

F

Between

129129

33

4343

6.1436.143

Within

140140

2020

77

Total

269269

2323

​(Type integers or decimals rounded to three decimal places as​ needed.)

​b) There are

33

population means being tested.

​c) What are the hypotheses for this​ test?

A.

H0​:

All the means are equal.

H1​:

Not all the means are equal.

B.

H0​:

None of the means are equal.

H1​:

All the means are equal.

C.

H0​:

All the means are equal.

H1​:

None of the means are equal.

D.

H0​:

Not all the means are equal.

H1​:

All the means are equal.Determine the critical​ F-score,

Upper F Subscript alphaFα​,

for this test.

Upper F Subscript alphaFαequals=nothing

​(Round to three decimal places as​ needed.)State the conclusion for

alphaαequals=0.010.01.

Since the​ F-test statistic is

greater

less

than the critical​ F-score,

do not reject

reject

the null hypothesis and conclude that

0 0
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Answer #1
Source SS df MS F
regression 129.00 3 43.000 6.143
error 140.00 20 7.000
total 269.00 23

b)There are 4 population means being tested. (since population means =df+1 =3+1=4)

for hypothesis option A is correct

H0​: All the means are equal.

H1​: Not all the means are equal.

critical​ F-score Fα​ =4.938

Since the​ F-test statistic is greater than the critical​ F-score, reject the null hypothesis and conclude that Not all the means are equal.

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