Question 1 · Hard
A 58-year-old woman with a mechanical mitral valve takes warfarin, with a target INR of 2.5-3.5. Today her PT is 32.0 s. For the current thromboplastin lot on this analyzer, the ISI is 1.50, the PT reference interval is 11.2-13.8 s, and the mean normal PT (geometric mean of fresh plasmas from 30 healthy adults) is 12.5 s. She reports no bleeding and no change in her diet or medicines. To one decimal place, what INR should be reported, and how does it compare with her target?
- A3.8, above her target range
- B3.5, within her target range
- C2.6, within her target range
- D4.1, above her target range
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Answer: D · 4.1, above her target range
INR = (patient PT ÷ MNPT)^ISI = (32.0 ÷ 12.5)^1.50 = 2.56^1.50 = 4.1, which is above her target of 2.5-3.5. The MNPT must be the geometric mean of normal PTs for the same lot and analyzer, not the upper limit of the reference interval; dividing by 13.8 s gives 3.5, which would wrongly look acceptable. The ISI is an exponent, not a multiplier: 2.56 × 1.50 gives 3.8. Reporting the PT ratio of 2.6 leaves out the ISI correction, which is what makes INRs comparable between thromboplastins. The clinic should review her warfarin dose.
- A: This multiplies the ratio by the ISI instead of raising it to the power of the ISI.
- B: This divides by the upper reference limit (13.8 s) instead of the MNPT.
- C: This is the PT ratio without the ISI correction.