Is it faster to drive or take Disney transportation? Guests staying at Walt Disney World resorts and hotels have the option of taking free transportation from the hotel to any of the parks. Two simple random samples were gathered (the data is displayed below) each family was asked to report their travel time from their hotel to the gates of the park and the transportation method (Disney, or personal vehicles). Use the 0.01 significance level, to test the claim that the average transportation time for both methods are the same. Disney Personal Transportation Vehicles Sample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [Select ] v. The diagram of the data should have a critical region with [ Select ] . In order to reject the null hypothesis, the p-value must be [ Select ] the significance level. Since the data yields a p-value of [ Select ] which is [Select ] the significance level of [ Select ] , the informal decision should be to [ Select ] and we can say the test is [ Select ] The formal statement should be: [ Select ] the claim that [ Select ]Is it faster to drive or take Disney transportation? Guests staying at Walt Disney World resorts and hotels have the option of taking free transportation from the hotel to any of the parks. Two simple random samples were gathered (the data is displayed below) each family was asked to report their travel time from their hotel to the gates of the park and the transportation method (Disney, or personal vehicles). Use the 0.01 significance level, to test the claim that the average transportation time for both methods are the same. Disney Personal Transportation Vehicles Sample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [ Select ] . The diagram [ Select ] of the data should have a critica . In order to reject the null hypothesis, the p-value dependent standard deviations must be [ Select ] independent variances ince the data yields a p-value of [ Select ] independent standard deviations which is [ Select ] [ Select ] . the informal decision should dependent means be to [ Select ] independent proportions [ Select ] dependent proportions The formal statement should be dependent variances the claim that [ Select ] independent meansIs it faster to drive or take Disney transportation? Guests staying at Walt Disney World resorts and hotels have the option of taking free transportation from the hotel to any of the parks. Two simple random samples were gathered (the data is displayed below) each family was asked to report their travel time from their hotel to the gates of the park and the transportation method (Disney, or personal vehicles). Use the 0.01 significance level, to test the claim that the average transportation time for both methods are the same. Disney Personal Transportation Vehicles Sample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [ Select ] . The diagram [Select ] of the data should have a critical region with [ Select ] VI. In sis, the p-value F test must be [ Select ] the significance level. Since the data yie Two sample t test Two sample Z test which is [ Select ] the significance level of [ Select ] ecision should matched pairs t test be to [ Select ] and we can say the test is [ Select ] dependent sample t test The formal statement should be: [ Select ] the claim that [ Select ]Is it faster to drive or take Disney transportation? Guests staying at Walt Disney World resorts and hotels have the option of taking free transportation from the hotel to any of the parks. Two simple random samples were gathered (the data is displayed below) each family was asked to report their travel time from their hotel to the gates of the park and the transportation method (Disney, or personal vehicles). Use the 0.01 significance level, to test the claim that the average transportation time for both methods are the same. Disney Personal Transportation Vehicles Sample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [ Select ] . The diagram of the data should have a critical region with [ Select ] In order to reject the null hypothesis, the p-value [ Select ] must be [ Select ] the yields a p-value of [ Select ] no shaded tails which is [ Select ] the : two shaded tails , the informal decision should a shaded left tail be to [ Select ] and we a shaded right tail The formal statement should be: [ Select ] the claim that [ Select ]Is it faster to drive or take Disney transportation? Guests staying at Walt Disney World resorts and hotels have the option of taking free transportation from the hotel to any of the parks. Two simple random samples were gathered (the data is displayed below) each family was asked to report their travel time from their hotel to the gates of the park and the transportation method (Disney, or personal vehicles). Use the 0.01 significance level, to test the claim that the average transportation time for both methods are the same. Disney Personal Transportation Vehicles Sample Size 25 31 [ Select ] Sample 39 32 Mean 0.0074 Sample 0.0100 Standard 5 15 2.4359 Deviation 0.0149 0.0098 Because the claim is about two [ Select ] we should use a [Select ] 2.4359 0.0197 of the data should have a critical region with [ Select ] . In order to reject t 2.7118 must be [ Select ] the significance level. Since the data yields a p-value of [ Select] which is [ Select ] the significance level of [ Select ] , the informal decision should be to [ Select ] and we can say the test is [ Select ] The formal statement should be: [ Select ] the claim that [ Select ]Is it faster to drive or take Disney transportation? Guests staying at Walt Disney World resorts and hotels have the option of taking free transportation from the hotel to any of the parks. Two simple random samples were gathered (the data is displayed below) each family was asked to report their travel time from their hotel to the gates of the park and the transportation method (Disney, or personal vehicles). Use the 0.01 significance level, to test the claim that the average transportation time for both methods are the same. Disney Personal Transportation Vehicles Sample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [Select ] v. The diagram of the data should have a critical region with [ Select ] In order to reject the null hypothesis, the p-value must be [ Select ] the significance level. Since the data yields a p-value of [ Select ] which is [ Select ] the significance level of [ Select ] , the informal decision should [ Select ] be to d we can say the test is [ Select ] not equal to equal to The form it ] the claim that [ Select ] lower than higher thanDisney Personal Transportation Vehicles Sample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [ Select ] . The diagram of the data should have a critical region with [ Select ] . In order to reject the null hypothesis, the p-value must be [Select ] the significance level. Since the data yields a p-value of [ Select ] which is [ Select ] the significance level of [ Select ] the informal decision should [ Select ] be to d we can say the test is [ Select ] not equal to equal to The form [t ] the claim that [ Select ] lower than higher thanmethods are the same. Disney Personal Transportation Vehicles Sample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [ Select ] . The diagram of the data should have a critical region with [ Select ] . In order to reject the null hypothesis, the p-value must be [Select ] the significance level. Since the data yields a p-value of [ Select ] which is [ Select ] the significance level of [ Select ] the informal decision should be to [ Select ] [ Select ] and we can say the test is 0.02 The formal statement should be: [ Select ] 0.99 0.01 0.95 0.005 0.05 0.10 Previous 0.90 NextSample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [ Select ] . The diagram of the data should have a critical region with [ Select ] . In order to reject the null hypothesis, the p-value must be [ Select ] the significance level. Since the data yields a p-value of [ Select ] which is [ Select ] the significance level of | [ Select ] ,the informal decision should be to [ Select ] and we can say the test is [ Select ] [ Select ] The fo reject the null hypothesis the claim that [ Select ] fail to reject the alternative hypothesis reject the alternative hypothesis accept the alternative hypothesis fail to reject the null hypothesisSample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [ Select ] . The diagram of the data should have a critical region with [ Select ] v . In order to reject the null hypothesis, the p-value must be [ Select ] the significance level. Since the data yields a p-value of [ Select ] which is [ Select ] the significance level of [ Select ] the informal decision should be to [ Select ] and we can say the test is [ Select ] [ Select ] The formal statement should be: [ Select ] significant not significantSample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [ Select ] . The diagram of the data should have a critical region with [ Select ] . In order to reject the null hypothesis, the p-value must be [ Select ] the significance level. Since the data yields a p-value of [ Select ] which is [Select ] the significance level of [ Select ] , the informal decision should be to [ Select ] and we can say the test is [ Select ] The formal statement should be: [ Select ] the claim that [ Select ] [ Select ] There is sufficient evidence to warrant rejection of There is not sufficient evidence to warrant rejection of The sample data supports Previous There is not sufficient evidence to support Next .Sample Size 25 31 Sample 39 32 Mean Sample Standard 5 15 Deviation Because the claim is about two [ Select ] we should use a [ Select ] v. The diagram of the data should have a critical region with [ Select ] . In order to reject the null hypothesis, the p-value must be [ Select ] the significance level. Since the data yields a p-value of [ Select ] which is [ Select ] the significance level of [ Select ] , the informal decision should be to [ Select ] and we can say the test is [ Select ] The formal statement should be: [ Select ] the claim that [ Select ] [ Select ] the mean transportation times are the same. the mean transportation time for disney transportation is higher than personal vehicles. the mean transportation time for disney transportation is lower than personal vehicles. Previous the mean transportation times are not the same