Cell representation
Fe∣Fe2+(0.5M)∣∣Cu2+(1M)∣CuFe|Fe^{2+}(0.5M)||Cu^{2+}(1M)|CuFe∣Fe2+(0.5M)∣∣Cu2+(1M)∣Cu
We know that
Ecell=Ecell0−0.0591nlog[Fe2+][Cu2+]E_{cell}=E^0_{cell}-\frac{0.0591}{n}log\frac{[Fe^{2+}]}{[Cu^{}2+]}Ecell=Ecell0−n0.0591log[Cu2+][Fe2+]
n=2n=2n=2
[Fe2+]=0.5M[Fe^{2+}]=0.5M[Fe2+]=0.5M
[Cu2+]=1MEcell0=Ecathode0−Eanode0=0.34−(−.41) V=.75 V[Cu^{2+}]=1M\\E^0_{cell}=E^0_{cathode}-E^0_{anode}=0.34-(-.41)\ V=.75\ V[Cu2+]=1MEcell0=Ecathode0−Eanode0=0.34−(−.41) V=.75 V
Hence
Ecell=E_{cell}=Ecell=0.75+0.008895=0.758895 V0.75+0.008895=0.758895\ V0.75+0.008895=0.758895 V
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