Title: Researchers conduct a study to test a potential side effect of a new allergy medication. A random ... Post by: temp321 on Aug 31, 2019 Researchers conduct a study to test a potential side effect of a new allergy medication. A random sample of 160 subjects with allergies was selected for the study. The new "improved" Brand I medication was randomly assigned to 80 subjects, and the current Brand C medication was randomly assigned to the other 80 subjects. 14 of the 80 patients with Brand I reported drowsiness, and 22 of the 80 patients with Brand C reported drowsiness.
Compute a 95% confidence interval for the difference in proportions of subjects reporting drowsiness. Show all steps. Title: Researchers conduct a study to test a potential side effect of a new allergy medication. A random ... Post by: jzhu11 on Aug 31, 2019 Content hidden
Title: Researchers conduct a study to test a potential side effect of a new allergy medication. A random ... Post by: temp321 on Aug 31, 2019 TY
Title: Researchers conduct a study to test a potential side effect of a new allergy medication. A random ... Post by: jzhu11 on Aug 31, 2019 Welcome :)
Title: Researchers conduct a study to test a potential side effect of a new allergy medication. A random ... Post by: jujubee600 on Aug 31, 2019 Researchers conduct a study to test a potential side effect of a new allergy medication. A random sample of 160 subjects with allergies was selected for the study. The new "improved" Brand I medication was randomly assigned to 80 subjects, and the current Brand C medication was randomly assigned to the other 80 subjects. 14 of the 80 patients with Brand I reported drowsiness, and 22 of the 80 patients with Brand C reported drowsiness.
Would you make the same conclusion as question 2 if you conducted a hypothesis test? Explain. Title: Researchers conduct a study to test a potential side effect of a new allergy medication. A random ... Post by: Strategyboyz21 on Aug 31, 2019 A hypothesis test at a 0.05 level should reach the same conclusion if a two-sided test is used. If the
alternate hypothesis were "less drowsy", the significance level would need to be changed, or a different conclusion could occur. |