Q2. Use the sample data below to test the hypotheses H: P = P2 = P3 H: Not all population proportions are equal where pi is the population proportion of Yes responses for population i. Use a 0.1 level of significance to answer the following questions. Populations Response 1 2 Yes 150 140 100 No 100 140 100 (A). What is the test statistic value? (B). Observing the x table, what is the possible range of values of the p-value? [Multiple choice with single answer] (a) 0.01

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Q2. Use the sample data below to test the hypotheses
H: P = P2 = P3
H: Not all population proportions are equal
where pi is the population proportion of Yes responses for population i.
Use a 0.1 level of significance to answer the following questions.
Populations
Response
1
2
Yes
150
140
100
No
100
140
100
(A). What is the test statistic value?
(B). Observing the x table, what is the possible range of values of the p-value?
[Multiple choice with single answer]
(a) 0.01<p-value<0.05
(d) 0.01<p-value<0.025
(C). What is your conclusion (i.e., “Reject Ho" or “Do not reject Ho")?
(b) 0.05<p-value<0.1
(e) 0.1<p-value<0.9
(c) 0.025<p-value<0.05
(f) None of the above
Transcribed Image Text:Q2. Use the sample data below to test the hypotheses H: P = P2 = P3 H: Not all population proportions are equal where pi is the population proportion of Yes responses for population i. Use a 0.1 level of significance to answer the following questions. Populations Response 1 2 Yes 150 140 100 No 100 140 100 (A). What is the test statistic value? (B). Observing the x table, what is the possible range of values of the p-value? [Multiple choice with single answer] (a) 0.01<p-value<0.05 (d) 0.01<p-value<0.025 (C). What is your conclusion (i.e., “Reject Ho" or “Do not reject Ho")? (b) 0.05<p-value<0.1 (e) 0.1<p-value<0.9 (c) 0.025<p-value<0.05 (f) None of the above
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