Question $1$: You have been successfully selected for an extremely competitive position in a cutting$-$edge

company working on the development of electrochemical cells for energy storage applications. Your first

task is to calculate the potential of an electrochemical cell formed by two half cells: $($i$)\frac{1}{2}$ cell $F\frac{e^{3+}}{F}{e}^{+2}$ in

which $[F{e}^{3+}]=1M,[F{e}^{2+}]=0\mathrm{.}01M,$ and $E_{(Fe3\frac{+}{F}e2+)}^0=-0\mathrm{.}77V$ vs SHE; and $($ii$)\frac{1}{2}$ cell $Mn\frac{O_4^{-}}{M}{n}^{2+}$ in acid

a schematic and estimate the potential of the above cell considering these non$-$standard conditions $($NB:

consider the table below to balance the electrochemical reactions of the $\frac{1}{2}$ cells and assume that $[H_{2}O]=1$

$M$ and $T=$ room$).$