Image 1 and 2 Doctors believe that 80% of people properly complete their antibiotic prescriptions. After an educationcampaign, they hope that this will improve.Use a significance level of a == 0.01.In a random sample of 185 patients, 160 of them properly completed their antibiotic prescriptions.Note: Be sure to use at least four decimal places in all intermediate calculations.State the hypotheses of this test.O Ho p=О Но:р - 0.8649O Ho:p = 0.8HA:P + 0.8HA:P 0.8649O Ho:p = 0.8HA:P < 0.8O Ho:p 0.8649HA:P < 0.8649O Ho:p = 0.8649HA P> 0.8649О Но:р - 0.8Ho:PHA:p > 0.8Define the parameter of interest in full context.p is the number of patients that complete their antibiotic prescriptions, of all patients.p is the sample proportion of these 185 patients that completed their antibiotic prescriptions.p is the population proportion of all patients that complete their antibiotic prescriptions.Op is the population proportion of the 185 patients that completed their antibiotic prescriptions. Compute the test statistic for this test (two decimal places).Test StatisticFind the p-value for this test (four decimal places).p-valueMake a conclusion in full context.Since the assumptions are met, we Select an answer v conclude at the 1% level of significance the thepopulation proportion of all patients that complete their antibiotic prescriptions is Select an answerthan Select an answer v

Name: Image 1 and 2 Doctors believe that 80% of people properly complete the
Uploaded: 2024-03-20T07:06:41.000Z
Channel: Bartleby
Description: Image 1 and 2 Doctors believe that 80% of people properly complete their antibiotic prescriptions. After an educationcampaign, they hope that this will improve.Use a significance level of a == 0.01.In a random sample of 185 patients, 160 of them prop