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OpenStudy (anonymous):
i think by K you meant the "equilibrium constant". is that what you are trying to find? it will also help me if you come up with a simple example of what you mean.
OpenStudy (anonymous):
my E^o^ value is .32 n=6 E=0 and T=298
OpenStudy (anonymous):
how do i rearrange the equation to find k
OpenStudy (frostbite):
Gsoda is right we don't have a lot to work on... however we can solve for the equilibrium constant using Nernst equation and we find that:
\[\log(K)=\frac{ z(E_{r}^{\Theta}-E _{l}^{\Theta} }{ 0,0592 V }\]
At 25 °C.
OpenStudy (anonymous):
my E^o^ value is .32 n=6 E=0 and T=298
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OpenStudy (frostbite):
E is the electromotive force?
OpenStudy (anonymous):
e is the cell potential
OpenStudy (frostbite):
And your standard cell potential you have donated "E^o^"?
OpenStudy (anonymous):
yes
OpenStudy (frostbite):
Hmmm
\[E=E ^{\Theta}-\frac{ RT }{ zF } \ln(K) \rightarrow E-E ^{\Theta}=\frac{ RT }{ ZF } \ln(K)\]
\[E-E ^{\Theta}=\frac{ RT }{ zF } \ln(K) \rightarrow \frac{ EzF }{ RT }-\frac{ E ^{\Theta}zF }{ RT }=\ln(K)\]
Take the exponential function to everything and we should be good?
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OpenStudy (anonymous):
im drawing a blank on how i find the ln k like to solve for the k value
OpenStudy (aaronq):
logarithm rules
ln(K)=x
K=e^x
OpenStudy (anonymous):
I am still not getting the right answer when I do the math
OpenStudy (aaronq):
K=e^[E^0(nF/RT)]
OpenStudy (aaronq):
did you use the right R?
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OpenStudy (anonymous):
8.314?
OpenStudy (aaronq):
yep
OpenStudy (aaronq):
faradays constant?
OpenStudy (anonymous):
96486
OpenStudy (anonymous):
got it thanks so much
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