Please explain this concept, the answer is an actual value.
@aaronq I don't understand how to get the Voltage by changing the concentration of moles in the anode (left) or the cathode (right) I just know the half reactions \[5(Cu_{s} \rightarrow Cu^{2+} + 2e)\\2(MnO_{4} + 8H^{+} + 5e \rightarrow Mn^{2+} + 4H_{2}O)\]
I know the reaction \[E = E° -\frac{ RT }{ nF }lnQ\]
I just understand how to get the voltage in general what calculations were involved.
@thomaster
you would change the concentrations on the lnK \(K=\dfrac{[products]}{[reactants]}\)
but it says by a factor of 100 and I don't know the concentrations...
so i'm guessing that the concentrations are equal then by decreasing it by a factor of a hundred you have 1/100
does it mean like 1M and K = (1M/0.01)) I got ln(100) I changed that to (2.303)(log(100)) so I got E = 1.17 - (0.05915)/10)*(2) = 1.17- 0.01183 @aaronq The answer for a) is 0.059 V and b) = -0.19 V my answers are no where close
i think n = 10, there are 10 electrons being exchanged
oh you do have 10, nvm
We alsor reviewd the \[\Delta G = -nFE\] but that has nothing to do with this.
or doe it O.o?
no, it doesn't. hm so E = 1.17 - (0.05915)/10)*(2) why *2? shouldn't be E = 1.17 - (0.05915)/10)*(2.303)(log(100)) ?
no... because if you change ln to log its by a factor of 2.303 so ex log100 = 2 ln 100 = 4.605 but ln100 / 2.303 = 2 so 2.303log(x) =ln(x) @aaronq
hmm makes sense. sorry, i don't really see what you're doing wrong. Maybe double check \(E^o\)?
on the table I see -0.34 for Cu and 1.51 MnO4- = 1.19 = 1.17..=(
hm no.. -0.34 + 1.19 = 0.85
what where did you get -1.19 on the table.... I meant that CU = -0.34 MnO4- = 1.51 ______ 1.19
lol I'm sorry. I've been really busy all day i think i'm all tired out. are both of those reduction potentials? did you reverse the oxidation one?
yes cu is reversed it was 0.34 to -0.34
In the picture there is also a species of H2SO4 but since MnO4 is a stronger oxidizing agent I wrote the reaction...
OMG I forgot to add the powers to the equation...
from the balanced equation
! there you go
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