Choose 1 hypothesis and work out the problem

A random subset of the sampling data is being used. Below are the possible hypothesis to test. Choose the one you wish to test. Possible Hypothesis #1 According to Tootsie Roll Industries, over 20,000 letters from children around the world have been mailed to them concerning this issue since 1970 with the average child reporting that it took about 600 licks to reach the center, Possible Hypothesis #2 Engineering students from Purdue University created a licking machine that mimicked the human tongue and the licking motion. They then tested this machine against real tootsie pops with the results being an average of 364 licks to get to the center of the tootsie pop licking from only one side constantly Possible Hypothesis #3 These same students from Purdue also tested this against their own tongues and found that it took an average of 252 licks to get to the center, again only licking from one side, but this time with real tongues. Choice: Hypothesis #L Hypothesis #2 Hypothesis #3 Compute the descriptive statistics for this new data set and perform the chosen hypothesis test. Random Variable: LICKS Mean: Standard Deviation: YES NO Are there any outliers in this data set? (Circle one) NO Is the sample size sufficiently large to conduct this test? (Circle one) YES Level of Significance: 0.05 1. Write the Hypotheses: Hypothesis Test 2. Which distribution will you use to run your hypothesis test? Choose ONE HO: Standard Normal Distribution H: Student'st Distribution Chi-Square Distribution 3. Choose one (1) method for your Hypothesis Test and complete the appropriate values. Traditional method p-value method Critical Value: Test Statistic: Test Statistic: p.value: 4. Decision (select one) Reject the Null Hypothesis Do not Reject the Null Hypothesis 5. Conclusion (Use the pattern given in class) The Greek symbols for the hypotheses are available on WORD by clicking on INSERT, then SYMBOL. If the symbol you want is not showing, click MORE SYMBOLS and search for GREEK alphabet. A random subset of the sampling data is being used. Below are the possible hypothesis to test. Choose the one you wish to test. Possible Hypothesis #1 According to Tootsie Roll Industries, over 20,000 letters from children around the world have been mailed to them concerning this issue since 1970 with the average child reporting that it took about 600 licks to reach the center, Possible Hypothesis #2 Engineering students from Purdue University created a licking machine that mimicked the human tongue and the licking motion. They then tested this machine against real tootsie pops with the results being an average of 364 licks to get to the center of the tootsie pop licking from only one side constantly Possible Hypothesis #3 These same students from Purdue also tested this against their own tongues and found that it took an average of 252 licks to get to the center, again only licking from one side, but this time with real tongues. Choice: Hypothesis #L Hypothesis #2 Hypothesis #3 Compute the descriptive statistics for this new data set and perform the chosen hypothesis test. Random Variable: LICKS Mean: Standard Deviation: YES NO Are there any outliers in this data set? (Circle one) NO Is the sample size sufficiently large to conduct this test? (Circle one) YES Level of Significance: 0.05 1. Write the Hypotheses: Hypothesis Test 2. Which distribution will you use to run your hypothesis test? Choose ONE HO: Standard Normal Distribution H: Student'st Distribution Chi-Square Distribution 3. Choose one (1) method for your Hypothesis Test and complete the appropriate values. Traditional method p-value method Critical Value: Test Statistic: Test Statistic: p.value: 4. Decision (select one) Reject the Null Hypothesis Do not Reject the Null Hypothesis 5. Conclusion (Use the pattern given in class) The Greek symbols for the hypotheses are available on WORD by clicking on INSERT, then SYMBOL. If the symbol you want is not showing, click MORE SYMBOLS and search for GREEK alphabet