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TABLE (might be useful, although the images have specific information that is specific for answering the question): Location PovPct Alabama 20.1 Alaska 7.1 Arizona 16.1
TABLE (might be useful, although the images have specific information that is specific for answering the question):
Location | PovPct |
Alabama | 20.1 |
Alaska | 7.1 |
Arizona | 16.1 |
Arkansas | 14.9 |
California | 16.7 |
Colorado | 8.8 |
Connecticut | 9.7 |
Delaware | 10.3 |
District_of_Columbia | 22 |
Florida | 16.2 |
Georgia | 12.1 |
Hawaii | 10.3 |
Idaho | 14.5 |
Illinois | 12.4 |
Indiana | 9.6 |
Iowa | 12.2 |
Kansas | 10.8 |
Kentucky | 14.7 |
Louisiana | 19.7 |
Maine | 11.2 |
Maryland | 10.1 |
Massachusetts | 11 |
Michigan | 12.2 |
Minnesota | 9.2 |
Mississippi | 23.5 |
Missouri | 9.4 |
Montana | 15.3 |
Nebraska | 9.6 |
Nevada | 11.1 |
New_Hampshire | 5.3 |
New_Jersey | 7.8 |
New_Mexico | 25.3 |
New_York | 16.5 |
North_Carolina | 12.6 |
North_Dakota | 12 |
Ohio | 11.5 |
Oklahoma | 17.1 |
Oregon | 11.2 |
Pennsylvania | 12.2 |
Rhode_Island | 10.6 |
South_Carolina | 19.9 |
South_Dakota | 14.5 |
Tennessee | 15.5 |
Texas | 17.4 |
Utah | 8.4 |
Vermont | 10.3 |
Virginia | 10.2 |
Washington | 12.5 |
West_Virginia | 16.7 |
Wisconsin | 8.5 |
Wyoming | 12.2 |
QUESTIONS (please answer using the information provided; use the data in the first image to find values needed to calculate answers. Please only round final answers):
Q8.2 2 Points A p-value is the probability of selecting a sample from the population that produces a test statistic as extreme or more extreme than the test statistic observed. Besides the sample mean that you calculated in Q8.1, which values of Z would you consider as even more convincing evidence that the alternative hypothesis (H, : p
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