Table 3.
35‐year‐old man with nonanginal chest pain |
Pretest probability of CAD = 0.05 (low; no stress test necessary) |
Pretest odds of CAD = Pretest probability /(1 – pretest probability) = 0.05 /(1 – 0.05) = 0.05 |
Posttest odds of CAD = Pretest odds × likelihood ratio of MCG = 0.05 × 3.92 = 0.20 |
Posttest probability of CAD = posttest odds /(1 + posttest odds) = 0.20 /(1+ 0.20) = 0.17 (intermediate; stress testing indicated) |
45‐year‐old woman with typical anginal chest pain |
Pretest probability of CAD = 0.55 (intermediate, stress testing indicated) |
Pretest odds of CAD = pretest probability /(1 – pretest probability) = 0.55 /(1 – 0.55) = 1.22 |
Posttest odds of CAD = pretest odds × likelihood ratio of MCG = 1.22 × 3.92 = 4.78 |
Posttest probability of CAD = posttest odds /(1 + posttest odds) = 4.78 /(1 + 4.78) = 0.83 (high; medical therapy pending coronary angiogram is indicated) |
CAD = coronary artery disease; MCG = magnetocardiography.