Review session 2 key

Review session 2 key - Review session#2 questions and answer key 20 A selectively permeable membrane is separated into compartment 1 2 Cl can

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Review session #2 questions and answer key 20. A selectively permeable membrane is separated into compartment 1 & 2. Cl- can diffuse down its concentration gradient but Na+ can’t cross the membrane. A) What is the driving force of Cl-? Driving force=Em-Eion, so first we need to calculate the Em. Em=0, since there is equal charge on each side of the membrane at the inital state. Ecl=58/valence *log (out/in), or 58/-1 * log (1.0/.1) =-58, so the driving force is -58 (or 58 driving chloride to compartment 2) B) What is the electromotive force (Em) acting on Cl-? This will be the same answer as above, electromotive force is the force driving the Cl- to compartment 2. C) What is the state when there is no net flux of Cl across membrane? When Em=-58 (Nernst potential for Cl, since it’s the only permeable ion), this is also the equilibrium potential since there is no net flux of Cl. 21. What would be the direction of the ion movement (flux) for the
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following values of Em? For all values of Em, Na flux is 0 since it’s not permeable. At -58, the net flux of Cl- is zero, since -58 is it’s Nernst Potential. At 0mV, Cl- is going to go from 2 1. This is since 0mV is more positive then Cl- Nernst potential. To conceptualize this, try to think of it as “what way would Cl- have to go to get from it’s Nernst potential (-58) to 0mV?” At -100 mV, the value is more negative then it’s Nernst potential, so Cl would flow from 1 2. 22. Use Nernst Equation to calculate the equilibrium potential for each ion in this model
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This note was uploaded on 12/06/2011 for the course BIO 317 taught by Professor Simonhalegoua during the Spring '08 term at SUNY Stony Brook.

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Review session 2 key - Review session#2 questions and answer key 20 A selectively permeable membrane is separated into compartment 1 2 Cl can

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