For a typical cell that is 100 times more permeable to K* than to any other ion, use the Goldman equation to determine the potential change that would be produced by a doubling of the extracellular K+ concentration. (Use appropriate concentrations from the previous question). HINTS: Use 58 in the Goldman equation for results in mV or 0.058 for results in V. Because this problem is about change (one value relative to another), you do not need to know the permeabilities of individual ions; you only need to know that PK is 100 times higher than PNa and PCI.

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For a typical cell that is 100 times more permeable to K* than to any other ion, use the Goldman
equation to determine the potential change that would be produced by a doubling of the
extracellular K+ concentration. (Use appropriate concentrations from the previous question).
HINTS: Use 58 in the Goldman equation for results in mV or 0.058 for results in V. Because this
problem is about change (one value relative to another), you do not need to know the
permeabilities of individual ions; you only need to know that PK is 100 times higher than PNa
and PCI.
Be careful how to handle [CI] because of its negative charge.
Transcribed Image Text:For a typical cell that is 100 times more permeable to K* than to any other ion, use the Goldman equation to determine the potential change that would be produced by a doubling of the extracellular K+ concentration. (Use appropriate concentrations from the previous question). HINTS: Use 58 in the Goldman equation for results in mV or 0.058 for results in V. Because this problem is about change (one value relative to another), you do not need to know the permeabilities of individual ions; you only need to know that PK is 100 times higher than PNa and PCI. Be careful how to handle [CI] because of its negative charge.
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