1.

The correct representation of Nernst's equation is

A.                 \[{{E}_{{{M}^{n+}}/M}}={{E}^{o}}_{{{M}^{n+}}/M}+\frac{0.0591}{n}\log \,({{M}^{n+}})\]
B.                 \[{{E}_{{{M}^{n+}}/M}}={{E}^{o}}_{{{M}^{n+}}/M}-\frac{0.0591}{n}\log \,({{M}^{n+}})\]
C.                 \[{{E}_{{{M}^{n+}}/M}}={{E}^{o}}_{{{M}^{n+}}/M}+\frac{n}{0.0591}\log \,({{M}^{n+}})\]
D.                 None of the above
Answer» B.                 \[{{E}_{{{M}^{n+}}/M}}={{E}^{o}}_{{{M}^{n+}}/M}-\frac{0.0591}{n}\log \,({{M}^{n+}})\]


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