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Author2 Posts
  #1

This supposedly comes from a kaplan prac test...see what you think

The standard test to detect an STD has a sensitivity of 90% and a specificity of 70%. If a recent cross-sectional study found that one out of every 10 people has this disease, the positive predictive value is best estimated as:

a - 21%
b - 33%
c - 50%
d - 67%
e - 85%

they say the answer is b

  #2

Correct me if i'm wrong:

if you set up a 2x2 chart like this:
TP = 9 FP = 27
FN = 1 TN = 63

That should make sensitivity=90% and specificity=70%, with 10% disease prevalence. So PPV=TP/(TP+FN)=9/36=25%.

What do you guys think?







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