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A Brand-New Class of Aminoglycoside Antibiotic with an Elimination Half-Life

Question 232

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A brand-new class of aminoglycoside antibiotic with an elimination half-life of four hours is designed for intravenous administration. A clinical experiment compares two distinct dosage schedules: a lower dose administered three times per day and a greater dose administered once per day. In both regimens, the total daily dose per kilogram of body weight (mg/kg/day) is the same. The graph below shows the monitoring of serum medication levels in both groups: (extended interval) dosing, Green: multiple-daily dosing, MIC: minimum inhibitory concentration] A brand-new class of aminoglycoside antibiotic with an elimination half-life of four hours is designed for intravenous administration. A clinical experiment compares two distinct dosage schedules: a lower dose administered three times per day and a greater dose administered once per day. In both regimens, the total daily dose per kilogram of body weight (mg/kg/day)  is the same. The graph below shows the monitoring of serum medication levels in both groups: (extended interval)  dosing, Green: multiple-daily dosing, MIC: minimum inhibitory concentration]   It is found that both regimens are effective against gram-negative pathogens, with clinical improvement occurring slightly earlier on average with once-daily dosing.  Which of the following best explains the efficacy of once-daily dosing despite the short half-life of this antibiotic? A) Concentration-dependent killing B) High therapeutic index C) Linear dose-response relationship D) Low threshold dose E) Time-dependent killing It is found that both regimens are effective against gram-negative pathogens, with clinical improvement occurring slightly earlier on average with once-daily dosing.  Which of the following best explains the efficacy of once-daily dosing despite the short half-life of this antibiotic?


A) Concentration-dependent killing
B) High therapeutic index
C) Linear dose-response relationship
D) Low threshold dose
E) Time-dependent killing

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