Saudi Prometric Pharmacist Pharmacokinetics and Drug Calculations 3

Question 1

A patient requires vancomycin with an AUC/MIC target of 400–600 mg·h/L. The MIC of the organism is 1 mg/L. The measured AUC over 24 hours is 280 mg·h/L. What adjustment is needed?

Accepted Answer

Increase the daily dose — current AUC/MIC of 280 is below the target 400–600

Answer

Current AUC/MIC = 280/1 = 280, which is below the target of 400–600 mg·h/L for optimal bactericidal activity against MRSA. The daily vancomycin dose should be increased (larger individual doses or more frequent dosing) to achieve the AUC/MIC target. This reflects the shift from trough-based to AUC-guided vancomycin monitoring.

Question 2

A pharmacist is interpreting a drug plasma level drawn 'at trough' for a twice-daily drug with a 12-hour dosing interval. The result is 8 mg/L. The therapeutic range is 5–15 mg/L. What does this indicate?

Accepted Answer

Trough is within therapeutic range — continue current dose

Answer

A trough level of 8 mg/L falls within the therapeutic range of 5–15 mg/L. This indicates appropriate drug exposure at the lowest point in the dosing interval. If trough is within range and the patient is responding without toxicity, the current regimen should be continued.

Question 3

A drug follows Michaelis-Menten (zero-order, saturable) kinetics. At a plasma concentration below the Km, the drug behaves mostly like:

Accepted Answer

First-order kinetics — a constant fraction is eliminated per unit time

Answer

Michaelis-Menten kinetics: when [C] << Km, the denominator (Km + C) ≈ Km, and rate = Vmax × C/Km = first-order constant × C. This is first-order behavior. When [C] >> Km, rate ≈ Vmax (constant = zero-order). Phenytoin transitions from first-order to zero-order at therapeutic concentrations because its Km is within the therapeutic range.

Question 4

A patient's phenytoin level is 25 mg/L (toxic range >20 mg/L). The dose was 400 mg/day. Using Michaelis-Menten parameters, if Vmax = 500 mg/day and Km = 4 mg/L, what daily dose maintains a steady-state concentration of 15 mg/L?

Accepted Answer

Dose = Vmax × Css / (Km + Css) = 500 × 15 / (4 + 15) = 395 mg/day

Answer

At steady state for Michaelis-Menten kinetics: R₀ = Vmax × Css / (Km + Css) = 500 × 15 / (4 + 15) = 7,500 / 19 = 394.7 ≈ 395 mg/day. Reducing from 400 mg to 395 mg/day would bring phenytoin into the therapeutic range. This illustrates phenytoin's sensitivity to small dose changes in the toxic range.

Question 5

A drug is 90% bound to plasma proteins. In a patient with hypoalbuminemia (albumin 2 g/dL instead of normal 4 g/dL), what happens to the free fraction?

Accepted Answer

Free fraction approximately doubles from 10% to ~20% — increased pharmacological effect and toxicity risk

Answer

If albumin is halved (2 g/dL vs 4 g/dL) and the drug is 90% protein bound at normal albumin, there are approximately half the binding sites. In simple terms, the free fraction roughly doubles from ~10% to ~20% (actual change depends on concentration and binding constants). For narrow TI drugs (phenytoin, warfarin), this can cause significant toxicity even at 'normal' total drug levels.

Saudi Prometric Pharmacist Practice Test

Saudi Prometric Pharmacist Practice Test

Saudi Prometric Pharmacist Pharmacokinetics and Drug Calculations 3