[Exаmple cоntinued...] The аverаge YоuTube user spends 40 minutes per sessiоn, using YouTube (μ = 40), and σ is unknown. Test whether ARC students who are YouTube users (n = 16, M = 45, SS = 6000) differ from the average YouTube user on number of minutes spent using YouTube per session. α = .05. t = (test statistic)
A hоspitаl district cоnsists оf six hospitаls. The district аdministrators have decided that 48 new nurses should be apportioned based on the number of beds in each of the hospitals. The following table shows the number of beds in each hospital. 1a) Determine the standard divisor. (Round your answer to two decimal places.) [1a] 1b) What is the meaning of the standard divisor in the context of this exercise? There is one new nurse for every ______ beds. [1b] Use the Hamilton Method to determine the number of nurses to be apportioned to each hospital. 2a) Sharp = _____ [2a] 2b) Palomar = _____ [2b] 2c) Tri-City = _____ [2c] 2d) Del Raye = ____ [2d] 2e) Ranco Verde = _____ [2e] 2f) Bel Aire: _____ [2f] Use the Jefferson Method to determine the number of nurses to be apportioned to each hospital. 3a) Sharp = _____ [3a] 3b) Palomar: _____ [3b] 3c) Tri-City: _____ [3c] 3d) Del Raye: _____ [3d] 3e) Rancho Verde: _____ [3e] 3f) Bel Aire: _____ [3f] How do the apportionment results produced using the Jefferson method compare with the results produced using the Hamilton method? Choose the best response out of these five options. Option 1: Using the Hamilton method, Palomar gets one less nurse and Tri-City gets one more nurse than from the Jefferson method; Option 2: Using the Jefferson method, Del Raye gets one less nurse, and Bel Aire gets one more nurse than from the Hamilton method; Option 3: Using the Hamilton method, Sharp gets one less nurse and Palomar gets one more nurse than from the Jefferson method; Option 4: Using the Jefferson method, Del Raye gets one less nurse and Sharp gets one more nurse than from the Hamilton method; Option 5: They are identical. [4]