Question1: Question1 Julie B., a nurse practitioner is planning to…
Question Answered step-by-step Question1: Question1 Julie B., a nurse practitioner is planning to… Question1:Question1Julie B., a nurse practitioner is planning to conduct a study to test the protective effect of Zinc lozenges on the incidence of Influenza-like-illness (ILI) visits during a flu season. She will enroll hospital nurses at the start of a flu season into a double blind randomized controlled trial with two parallel arms. The Active arm will receive one Zinc lozenge daily for 12 weeks and the Control arm will receive a Placebo lozenge once daily for 12 weeks. The researcher estimates that during a flu season about 15% of health workers get sick despite a requirement for vaccination. The outcome is reported as the proportion of participants in each arm who get sick with confirmed ILI symptoms during the course of the study period. Julie would like to see that the proportion of ILI in the Zinc-treatment group drops to 10%, while in the Placebo group it will remain 15%. She would like to have less than 5% probability of declaring a treatment difference where none exists, and she sets the type -1 error alpha at 0.05 (two sided). She also wants to be able to have a power of 80% for not committing type two error (beta), or the probability of failing to detect a treatment difference if such actually exists. Select the correct combination describing the Null hypothesis, the Alternative hypothesis and the expected proportions in each group, where Pz is the proportion of nurses with ILI in the group taking Zinc and Pp is the proportions of nurses with ILI in the group taking placebo. Null hypothesis/ Alternative hypothesis/ Pz & Pp Group of answer choices1) Null: Pz = Pp| Alt: Pz < Pp | Pz=0.10 & Pp = 0.152) Null: Pz = Pp | Alt: Pz


