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PSIO 303 BLOCK 2 L6 EXAM PRACTICE TEST WITH COMPLETE SOLUTIONS $10.49   Add to cart

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PSIO 303 BLOCK 2 L6 EXAM PRACTICE TEST WITH COMPLETE SOLUTIONS

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PSIO 303 BLOCK 2 L6 EXAM PRACTICE TEST WITH COMPLETE SOLUTIONS List and discuss the diagnostic characteristics of passive diffusion. - Answer️️ -ALL channels, and SOME carriers, can only support NET transport DOWN the electrochemical gradient of their transported substrates One category o...

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  • August 28, 2024
  • 5
  • 2024/2025
  • Exam (elaborations)
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  • PSIO 303
  • PSIO 303
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©SOPHIABENNET@2024/2025 Wednesday, August 21, 2024 12:13 PM



PSIO 303 BLOCK 2 L6 EXAM PRACTICE
TEST WITH COMPLETE SOLUTIONS

List and discuss the diagnostic characteristics of passive diffusion. -
Answer✔️✔️-ALL channels, and SOME carriers, can only support
NET transport DOWN the electrochemical gradient of their
transported substrates



One category of carrier can do something no channel can



Support net movement of their substrates AGAINST and
electrochemical gradient

List and discuss the diagnostic characteristics of carrier mediated
transport - Answer✔️✔️-Saturability



At low concentrations, transport increases in almost direct
proportion in increases in [S]

First-order function



As [S] continues to increase, the rate of transport begins to
approach a maximum value




1

, ©SOPHIABENNET@2024/2025 Wednesday, August 21, 2024 12:13 PM


At high enough substrate concentrations, the carrier-mediated
process can be expected to 'saturate'

In the context of cellular physiology, describe the importance of the
kinetic parameters J max and K t - Answer✔️✔️-J max = maximal
rate of a carrier-mediated transport system, product of the number
of transporters x the

turnover number

K t = equal to the substrate concentration that produces 'half-
maximal' transport when the rate of transport is

equal to J max /2)

Given either a Michaelis-Menton plot or an Eadie-Hofstee plot,
deduce Jmax and Kt - Answer✔️✔️-Michaelis-Menton equation:
relationship between substrate concentration and the rate of
transport (revealing

the saturation of that rate) is generally described by the following
equation:

J = rate of transport at a substrate concentration equal to (S)

J max = maximal rate of transport and reflects 'saturation' of the
process.

Given either a Michaelis-Menten plot or an Eadie-Hofstee plot,
deduce Jmax and Kt. Given a substrate concentration, a Jmax, and
a Kt, use the Michaelis-Menten equation to calculate the rate of
carrier-mediated transport. - Answer✔️✔️-J=Jmax[S]/Kt+[S]


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