Pharm: Pharmacokinetics II Flashcards
In the study of a new drug, the volume of distribution is found to be 80L and the clearance 4L/hr. What is the approximate half-life of the drug?
by my calculations: 10hr.
But in Sweatman’s slides, of the given answer choices, 14 is closest to 10
Continuous infusion of lidocaine is given to a 70kg individual. Pharmacokinetic parameters for lidocaine are:
CL = 9 mL/min/kg
Vd = 70 L
half life = 2hr
How long will it take to reach 87.5% of steady state levels?
Three half lives, or: 6hr.
Recall it takes 4-5 half lives to reach steady state (that is, 100% of steady state levels). After the first half life you’re at 50%; after 2nd you’re at 75%; after third you’re at 87.5% - therefore it takes 3 half-lives. This half-life pattern is the same whether moving up toward steady state levels, or down in elimination.
Two drugs (A and B) act on the same receptor and reduce BP by the same amount at the following doses:
Drug A - 120mg
Drug B - 15mg
Does this imply that Drug A has a higher TI, has a lower bioavailability, has a shorter half-life, is less efficacious, or is less potent than Drug B?
That drug A is less potent than drug B
A new oral Abx is being tests and has the following pharmacokinetic parameters:
Vd = 60L
CL = 30 ml/min
F = 50%
Half-life = 23hrs
Target plasma concentration for effective bactericidal action is 2mg/L. What is the appropriate loading dose?
LD = (Css*Vd)/F LD = (2mg/L*60L)/50% LD = 240mg
In a drug study of 1,000 subjects, half receive the active drug and half receive placebo. The physicians and patients are blind to treatment. Which step of the drug development process is this most likely?
Phase III clinical trial
The fraction of an administered drug that reaches the circulation is known as ____.
bioavailability
A 3rd year medical student is trying to determine the steady-state plasma concentration of an experimental anti-arrhythmic agent. Treatment was initiated 6hrs earlier at a rate of 3mg/min. The student knows the following pharmacokinetic parameters:
Vd = 120 L
CL = 0.6 L/min
Half-life = 3hr
If the infusion rate remains untouched, what will the steady-state plasma drug level be?
Answer: 5mg/L Formula: Css = IR/CL (where IR=infusion rate) Css = (3mg/min) / (0.6L/min) Css = 5mg/L
*There is no bioavailability term in this equation because it’s being administered IV, so F=1
What term best describes the margin of safety for any drug?
- affinity
- efficacy
- potency
- therapeutic index
- variability
therapeutic index
If the serum concentration of drug X is found to be 4mg/L following a single intravenous dose of 112mg, the drug most likely distributes where?
intracellular fluid
Vd = 112mg / (4mg/L) = 28 L
28 is about 70% of total body water, therefore it makes sense that the distribution is in the intracellular fluid compartment
To calculate the loading dose of a drug, one must know the target plasma concentration and what other parameter?
volume of distribution
Bioavailability of drugs is important because…
it determines what fraction of the administered dose actually reaches the circulation
Renal clearance of a drug is determined to be 60mL/min. (normal value = 125-130mL/min) Which of the following might explain this finding?
- extensive tubular secretion
- drug isn’t bound to plasma proteins
- extensive tubular reabsorption
- low molecular weight
That would be, “Harsher punishment for parole violators, Stan.” - no shoot I mean “extensive tubular reasborption,” Trevor.
And, world peace.
For a drug exhibiting saturated elimination kinetics, the biological half-life is affected by what variable characteristic of the drug?
the dose administered
A dental patient has been given aspirin to provide pain relief following a dental procedure. This drug is a weak acid with a pKa of 3.5. If the pH of the stomach is 2.5, what percentage of the drug dose will be in the non-ionized (lipid soluble) form?
about 90% *From Henderson-Hasselbalch equation: pH - pKa = log [A-]/[HA] 2.3 - 3.5 = log [A-]/[HA] -1 = log [A-]/[HA] log^-1(-1) = 0.1 Then set the non-ionized form arbitrarily to 1: 0.1 = 0.1/1 = [A-]/[HA] Where [A-] = 0.1, then you can see that the ratio is 10% ionized, 90% protonated state
Which of the following is the most appropriate route of drug delivery for a 35yoF being treated at home for N/V during a viral illness?
- inhalation
- oral
- rectal
- IV
- sublingual
- rectal
- sublingual