Elm 5 Antagonists to Agonists Flashcards
Q: What is the Functional Hill-Langmuir (H-L) equation used for?
A: The Functional H-L equation describes receptor activation and the relationship between drug concentration or dose and the effect produced by the drug.
Q: What does the Functional Gaddum equation describe?
A: The Functional Gaddum equation describes the actions of a competitive antagonist in a functional assay, detailing the effect of a competitive antagonist on receptor activation.
Q: Define potency and efficacy in pharmacology.
A: Potency refers to the concentration or dose of a drug needed to produce an effect, while efficacy is the tendency of a drug to activate a receptor once bound to it.
Q: What is the difference between a full agonist and a partial agonist?
A: A full agonist is a drug whose efficacy is the same as the natural agonist at the receptor, while a partial agonist has lower efficacy compared to the natural agonist.
Q: What do EC50 and ED50 represent in pharmacology?
A: EC50 and ED50 represent the concentration or dose of a drug needed to give 50% of the maximal effect that the drug can achieve, measuring potency.
Q: Define antagonist and describe the difference between competitive and non-competitive antagonists.
A: An antagonist is a drug that binds to a receptor but has zero efficacy. A competitive antagonist binds to the same site as the agonist, while a non-competitive antagonist binds to a different site and blocks receptor activation allosterically.
Q: What does Ki represent in pharmacology, particularly in the context of competitive antagonists?
A: Ki represents the equilibrium dissociation constant for a competitive antagonist, indicating the affinity of the antagonist for the receptor.
Q: Why does understanding receptor function matter in pharmacology?
A: Understanding receptor function is crucial for predicting the therapeutic effects and side effects of drugs, as agonists produce more of the receptor’s effect while antagonists produce less.
Q: What are some examples of functional assays used in pharmacology?
A: Functional assays include biochemical assays measuring intracellular messages, whole organism assays assessing physiological changes, electrophysiology to measure membrane potential changes, and organ bath assays measuring changes in organ function.
Q: What relationship is typically observed between agonist concentration and the concentration of the secondary messenger cAMP in cultured cells expressing B1 adrenoreceptors?
A: The relationship is typically a rectangular hyperbola, indicating a saturable response.
Q: How is the Functional Hill-Langmuir (H-L) equation modified to describe the relationship between agonist concentration and the effect produced in functional assays?
A: The equation is modified to include parameters such as Emax (maximal effect) and EC50 (half-maximal effective concentration): E = Emax * [D] / (EC50 + [D]).
Q: Why is a logarithmic x-axis often used when plotting functional assay data?
A: Using a logarithmic x-axis helps spread out the data points, particularly at low concentrations where EC50 lies, making it easier to interpret the data, especially when determining logEC50.
Q: What does EC50 represent in pharmacology, particularly in functional assays?
A: EC50 represents the concentration of an agonist needed to produce 50% of the maximal effect that the drug can achieve. It is a measure of potency.
Q: How does EC50 depend on various factors in a signal cascade involving receptors, G proteins, and enzymes?
A: EC50 can depend on factors such as the ratio of receptors to G proteins, the number of G proteins activated by each receptor, the ratio of G proteins to enzymes, the stability of the product, and events downstream of cAMP.
Q: How is EC50 used to make potency and selectivity comparisons between drugs?
A: EC50 is used to compare the potency of drugs, with smaller EC50 values indicating higher potency. It is also used to compare selectivity, where differences in EC50 values for different receptors indicate the selectivity of a drug for one receptor over another.