drbin Forum Guru

Topics: 27 Posts: 535
| | 02/06/08 - 12:18 AM  
 
   
 
|   #1 |
A new treatment for elevated cholesterol is piloted on a sample of 100 men ,ages 45-59 with total serum cholesterol of 260-299 mg/dl at entry. Following 3months on the medication, the mean cholesterol for the Rx group was 250 mg/dl with a SD of 20mg/dl. what is the 95% confidence interval on the mean for this study?
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| drbin Forum Guru

Topics: 27 Posts: 535
| | 02/06/08 - 12:20 AM  
 
   
 
|   #2 |
Choices are A) 210-290 mg/dl B) 230-270mg/dl C) 246-254mg/dl D) 248-252mg/dl E) 249-251mg/dl pls explain.....i got option A as answer but kaplan gives option c is correct and explanation is not given.
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| lampard Forum Newbie
Topics: 6 Posts: 30
| | 02/06/08 - 01:17 AM  
 
   
 
|   #3 |
Hi drbin, Kaplan seems to have got it right, confidence interval = mean +/- Z score * SEM Now SEM = SD / sq root of sample size hence SEM = 20 / sq root of 100 = 20/10 = 2 For 95% CI Zscore = 2 substituting the values CI = 250 +/- 2 * 2 = 250 +/- 4 ie [ 246,254] Thanks for the question buddy......
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| drbin Forum Guru

Topics: 27 Posts: 535
| | 02/06/08 - 01:26 AM  
 
   
 
|   #4 |
thanks lambard...i was doing it wrongly...i thought it as 95% confidence interval means it falls in bwn 2sd of mean so 250+/- 2*20 nw i understand the mistake.....
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| Ivonne Forum Guru

Topics: 55 Posts: 1,452
| | 02/06/08 - 08:03 AM  
 
   
 
|   #5 |
246-254
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| white-rose Forum Junior
Topics: 5 Posts: 50
| | 03/04/08 - 04:00 PM  
 
   
 
|   #6 |
Does step 2 ck supply something for you to write on to work these questions out?
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| sherry39 Forum Junior
Topics: 3 Posts: 105
| | 05/12/08 - 09:40 AM  
 
   
 
|   #7 |
aaaaaaaaaaaaaaa...2 times SD on both sides is 95%
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