Duke's Brand Dog Treats claim to contain 59 treats in each of its jumbo packages of treats. The standard deviation for the number of treats in each package is 20 (you can think of this claim as representing the whole population of jumbo packages dog treats). You decide to test this because you (and your dog) think the jumbo packages of treats contain a different number of treats than the Duke brand claims. You count the number of treats in a sample of 16 jumbo packages and find that their average is 50 treats per package. Calculate a one sample z-test to test whether your sample of dog treats reflects the population (what the company claims). Put your value below and round your answer to 2 decimal places.

1 pts What is the alternative hypothesis in this scenario? O H1: the number of treats claimed by the company (the population) is less than the number of treats you find in your sample. H1: the number of treats claimed by the company (the population) is the same as the number of treats you find in your sample. O H1: the number of treats claimed by the company (the population) is different from the number of treats you find in your sample. H1: the number of treats claimed by the company (the population) is more than the number of treats you find in your sample. D Question 5 4 pts What is your conclusion about Duke's Dog Treats? In your answer, provide the following information: 1) Is your z value statistically significant? 2) how do you know if it is (or is not) statistically significant? 3) what can you conclude? Explain what your answers to 1 and 2 mean. 4) Were you correct in your prediction that the number of dog treats in each package was different from what the company claimed? why or why not? Edit Format Table 12pt V Paragraph B IU A LV TV ... MacBook Pro