A survey was conducted of newlyweds in a country who have a spouse of a different race or ethnicity from their own. The survey included random samples of 1000 newlyweds in Ethnicity A and 1000...

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A survey was conducted of newlyweds in a country who have a spouse of a different race or ethnicity from their own. The survey included random samples of 1000<br>newlyweds in Ethnicity A and 1000 newlyweds in Ethnicity B. In the survey, 10% of respondents in Ethnicity A and 21% of respondents in Ethnicity B had a spouse of a<br>different race or ethnicity from their own. At a 0.01, is there evidence to support the claim that the proportion of newlyweds in Ethnicity A who have a spouse of a different<br>race or ethnicity from their own is less than the proportion of newlyweds in Ethnicity B that have a spouse of a different race or ethnicity from their own?<br>Let p, represent the proportion of newlyweds in Ethnicity A who have a spouse of a different race or ethnicity from their own. Let p2 represent the proportion of newlyweds in<br>Ethnicity B that have a spouse of a different race or ethnicity from their own. State the null and alternative hypotheses.<br>O B. Ho: P1 P2<br>Hai P1 SP2<br>O C. Ho: P1ZP2<br>O A. Ho: P1 S P2<br>Ha: P1 > P2<br>OD. Ho: P1 #P2<br>O E. Ho: P1 = P2<br>O F. Ho: P1 <P2<br>Ha: P1 = P2<br>Ha: P1 #P2<br>Hgi Pr Z P2<br>Calculate the standardized test statistic.<br>(Round to two decimal places as needed.)<br>Calculate the P-value.<br>(Round to three decimal places as needed.)<br>State the conclusion of the hypothesis test.<br>who have a spouse of a different race or<br>Since P<br>V Họ. There<br>evidence to support the claim that the proportion of newlyweds in<br>that have a spouse of a different race or ethnicity from their own.<br>ethnicity from the<br>proportion of newlyweds in<br>fail to reject<br>reject<br>

Extracted text: A survey was conducted of newlyweds in a country who have a spouse of a different race or ethnicity from their own. The survey included random samples of 1000 newlyweds in Ethnicity A and 1000 newlyweds in Ethnicity B. In the survey, 10% of respondents in Ethnicity A and 21% of respondents in Ethnicity B had a spouse of a different race or ethnicity from their own. At a 0.01, is there evidence to support the claim that the proportion of newlyweds in Ethnicity A who have a spouse of a different race or ethnicity from their own is less than the proportion of newlyweds in Ethnicity B that have a spouse of a different race or ethnicity from their own? Let p, represent the proportion of newlyweds in Ethnicity A who have a spouse of a different race or ethnicity from their own. Let p2 represent the proportion of newlyweds in Ethnicity B that have a spouse of a different race or ethnicity from their own. State the null and alternative hypotheses. O B. Ho: P1 P2 Hai P1 SP2 O C. Ho: P1ZP2 O A. Ho: P1 S P2 Ha: P1 > P2 OD. Ho: P1 #P2 O E. Ho: P1 = P2 O F. Ho: P1
A survey was conducted of newlyweds in a country who have a spouse of a different race or ethnicity from their own. The survey included random samples of 1000<br>newlyweds in Ethnicity A and 1000 newlyweds in Ethnicity B. In the survey, 10% of respondents in Ethnicity A and 21% of respondents in Ethnicity B had a spouse of a<br>different race or ethnicity from their own. At a = 0.01, is there evidence to support the claim that the proportion of newlyweds in Ethnicity A who have a spouse of a different<br>race or ethnicity from their own is less than the proportion of newlyweds in Ethnicity B that have a spouse of a different race or ethnicity from their own?<br>Let p, represent the proportion of newlyweds in Ethnicity A who have a spouse of a different race or ethnicity from their own. Let p2 represent the proportion of newlyweds in<br>Ethnicity B that have a spouse of a different race or ethnicity from their own. State the null and alternative hypotheses.<br>O A. Ho: P1 SP2<br>O B. Ho: P1 > P2<br>O C. Ho: P1ZP2<br>Ha: P1 > P2<br>Hg: P, SP2<br>O E. Ho P1 =P2<br>OF. Ho P1 <P2<br>OD. Ho: P1 #P2<br>Ha: P1 = P2<br>Hai P1 #P2<br>Hg: P1 2P2<br>Calculate the standardized test statistic.<br>(Round to two decimal places as needed.)<br>Calculate the P-value.<br>P<br>(Round to three decimal places as needed.)<br>State the conclusion of the hypothesis test.<br>who have a spouse of a different race or<br>Since P<br>Ho. There<br>evidence to support the claim that the proportion of newlyweds in<br>that have a spouse of a different race or ethnicity from their own.<br>ethnicity from their own is less than the proportion of newlyweds in<br>Ethnicity A<br>Ethnicity B<br>

Extracted text: A survey was conducted of newlyweds in a country who have a spouse of a different race or ethnicity from their own. The survey included random samples of 1000 newlyweds in Ethnicity A and 1000 newlyweds in Ethnicity B. In the survey, 10% of respondents in Ethnicity A and 21% of respondents in Ethnicity B had a spouse of a different race or ethnicity from their own. At a = 0.01, is there evidence to support the claim that the proportion of newlyweds in Ethnicity A who have a spouse of a different race or ethnicity from their own is less than the proportion of newlyweds in Ethnicity B that have a spouse of a different race or ethnicity from their own? Let p, represent the proportion of newlyweds in Ethnicity A who have a spouse of a different race or ethnicity from their own. Let p2 represent the proportion of newlyweds in Ethnicity B that have a spouse of a different race or ethnicity from their own. State the null and alternative hypotheses. O A. Ho: P1 SP2 O B. Ho: P1 > P2 O C. Ho: P1ZP2 Ha: P1 > P2 Hg: P, SP2 O E. Ho P1 =P2 OF. Ho P1
Jun 02, 2022
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