In: Statistics and Probability
A clinical trial is run to look at the efficacy of a new blood pressure drug. Patients with a diagnosis of hypertension (high blood pressure) are recruited to participate in the trial and randomized to receive either the new drug or placebo. Participants take the assigned drug for 12 weeks and their blood pressure status is recorded. At the end of the trial, participants are classified as still having hypertension or not. The data are shown here:
Group |
Number with Hypertension at 12 weeks |
Number Free of Hypertension at 12 Weeks |
Placebo |
44 |
6 |
New Drug |
36 |
14 |
1.What was the prevalence of hypertension at the start of the trial?
2.What was the prevalence of hypertension at the end of the trial?
3.What was the incidence of recovery over the course of the trial?
4.Compute the relative risk of hypertension, comparing the new drug and the placebo.
5.Based on the results above, what can you conclude about the efficacy of the new drug?
Answer:
Based on the given data:
Contigency 2 X 2 table | |||
Group | Number with Hypertension at 12 weeks (Disease) | Number Free of Hypertension at 12 weeks (No Disease) | Total |
New Drug (Exposed) | 36 (a) | 14 (b) | 50 (a + b) |
Placebo (Unexposed) | 44 (c) | 6 (d) | 50 (c + d) |
Total | 80 (a + c) | 20 (b+d) | 100 (a+b+c+d) |
This is a 2x2 contingency table.
What was the prevalence of hypertension at the start of the trial?
2.What was the prevalence of hypertension at the end of the trial?
3.What was the incidence of recovery over the course of the trial?
4.Compute the relative risk of hypertension, comparing the new drug and the placebo.
5.Based on the results above, what can you conclude about the efficacy of the new drug?