1) Suppose patients were recruited into a clinical trial from three different clinical sites. Use the following data to test for differences in the proportion of hypertensive patients across the three sites.
Site 1 |
Site 2 |
Site 3 |
|
Hypertensive |
10 |
14 |
12 |
Not Hypertensive |
68 |
56 |
40 |
Step 4. In the table below the upper number in each cell is the observed frequency (O) and the lower number (in parentheses) is the expected frequency (E). Compute the observed χ2 using the following formula
Observed freq. (Expected freq.) |
Site 1 |
Site 2 |
Site 3 |
Total |
Hypertensive |
10 (14.0) |
14 (12.6) |
12 (???) |
36 |
Not Hypertensive |
68 (64.0) |
56 (57.4) |
40 (42.6) |
164 |
Total |
78 |
70 |
52 |
200 |
What is the obtained x2 value? (Hint: you need to first calculate the expectancy frequency of hypertensive patients in Question 3 if you haven't already.)
a) 1.14
b)2.46
c)0.16
d) 0.25
2) Suppose patients were recruited into a clinical trial from three different clinical sites. Use the following data to test for differences in the proportion of hypertensive patients across the three sites.
Site 1 |
Site 2 |
Site 3 |
|
Hypertensive |
10 |
14 |
12 |
Not Hypertensive |
68 |
56 |
40 |
Step 4. In the table below the upper number in each cell is the observed frequency (O) and the lower number (in parentheses) is the expected frequency (E). Compute the observed χ2 using the following formula
Observed freq. (Expected freq.) |
Site 1 |
Site 2 |
Site 3 |
Total |
Hypertensive |
10 (14.0) |
14 (12.6) |
12 (???) |
36 |
Not Hypertensive |
68 (64.0) |
56 (57.4) |
40 (42.6) |
164 |
Total |
78 |
70 |
52 |
200 |
Step 5: Which one of the following conclusions is correct?
A)There is a statistically significant relationship between proportion of hypertensive patients and site.
b)There is a statistically significant difference between proportions of hypertensive patients across sites.
c) Proportions of hypertensive patients and site are dependent.
d) Proportions of hypertensive patients are not statistically different across sites.
Firstly, the missing expected frequency = 36 - (14.0 + 12.6) =
9.4
The obtained chi-square value = 2.46
Correct conclusion -> Proportions of hypertensive
patients are not statistically different across sites.
1) Suppose patients were recruited into a clinical trial from three different clinical sites. Use the...
Suppose patients were recruited into a clinical trial from three different clinical sites. Use the following data to test for differences in the proportion of hypertensive patients across the three sites Site 2 Site 1 Site 3 Hypertensive 10 14 12 Not Hypertensive 68 56 Step 4 In the table below the upper number in each cell is the observed frequency (O) and the lower number (in parentheses) is the expected frequency (E). Compute the observed x2 using the following...
Question 1 1 pts Suppose patients were recruited into a clinical trial from three different clinical sites. Use the following data to test for differences in the proportion of hypertensive patients across the three sites. Time Atten 12 M Site 1 Site 2 Site 3 Hypertensive 10 68 14 56 12 40 Not Hypertensive L What is the appropriate test statistic to use? x2 test of independence x2 goodness-of-fit test O one-sample test of proportion ANOVA
Question 2 1 pts Suppose patients were recruited into a clinical trial from three different clinical sites. Use the following data to test for differences in the proportion of hypertensive patients across the three sites. Site 2 Site 3 Site 1 Hypertensive 10 14 12 Not Hypertensive 68 56 40 Set up decision rule. Reject Họ if x2_obtained> Step 3. Table 3.JPG O5.99 O 3.84 O 1.96 O 2.71