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A claim is made that the proportion of Utah college students who own a car is 80%. A sample of n=200 students is randomly selected,

A claim is made that the proportion of Utah college students who own a car is 80%. A sample of n=200 students is randomly selected, and data shows 77.5% own a car. Assume an alpha of 0.20, and answer the following questions related to conducting a hypothesis test of the claim. HO: P 80% (enter correct sign(s)) H1: p The claim is 80% (enter correct sign(s)) (enter HO or H1) The critical value on the left, if there is one = enter "na") The critical value on the right, if there is one = enter "na") The test statistic = (round to 2 decimals) The result of the hypothesis test of HO is HO") Is the claim supported? (enter yes or no) (round to 2 decimals-if none, (round to 2 decimals-if none, (enter "reject HO" or "fail to reject
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A claim is made that the proportion of Utah college students who own a car is 80%. A sample of n=200 students is randomly selected, and data shows 77.5% own a car. Assume an alpha of 0.20 , and answer the following questions related to conducting a hypothesis test of the claim. \begin{tabular}{|c|c|} \hline HO: p & 80%( enter correct sign(s)) \\ \hline H1:p & 80% (enter correct sign(s)) \\ \hline The claim is & (enter HO or H1 ) \\ \hline \end{tabular} The critical value on the left, if there is one = (round to 2 decimals-if none, enter "na") The critical value on the right, if there is one = (round to 2 decimals-if none, enter "na") The test statistic = (round to 2 decimals) The result of the hypothesis test of HO is (enter "reject HO " or "fail to reject H0) Is the claim supported? (enter yes or no) A claim is made that the proportion of Utah college students who own a car is 80%. A sample of n=200 students is randomly selected, and data shows 77.5% own a car. Assume an alpha of 0.20 , and answer the following questions related to conducting a hypothesis test of the claim. \begin{tabular}{|c|c|} \hline HO:p & 80% (enter correct sign(s)) \\ \hline H1:p & 80%( enter correct sign(s)) \\ \hline laim is & (enter HO or H1 ) \\ \hline \end{tabular} The critical value on the left, if there is one = (round to 2 decimals-if none, enter "na") The critical value on the right, if there is one = (round to 2 decimals-if none, enter "na") The test statistic = (round to 2 decimals) The result of the hypothesis test of HO is (enter "reject HO " or "fail to reject HO") Is the claim supported? (enter yes or no)

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