Answer:
Option B
Explanation:
Cu2+ + 1e- → Cu+ : ΔG°1 = -n1E°1F
Cu+ + 1e- → Cu : ΔG2° = -n2E°2F
$Cu^{2+} + 2e^{-}\rightarrow Cu$ : $ΔG^{\circ} = ΔG_1^\circ + ΔG_2^\circ$
$-nE^{\circ}F = -1n_{1}$
$E_1^\circ F + (-1)n_{2}E_2^\circ F$
$ -nE^{\circ}F= -F(n_{1} E_1^\circ+n_{2}E_2^\circ F)$
$E^{\circ} =\frac{n_{1} E_1^\circ + n_{2}E_2^\circ}{n} $
= $\frac{0.15\times1 + 0.50\times1}{2}$ = 0.325V