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Electrochemistry question

2018 · Shift 2 · Q12
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Electrochemistry question

2018 · Shift 2 · Q12

JEE AdvancedChemistryElectrochemistryNumerical+3 / −1
Consider an electrochemical cell : A(s)∣An+(aq,2M)∣B2n+(aq,1M)∣B(s).A\left( s \right)\left| {{A^{n + }}\left( {aq,2M} \right)} \right|{B^{2n + }}\left( {aq,1M} \right)\left| {B\left( s \right).} \right.A(s)​An+(aq,2M)​B2n+(aq,1M)∣B(s). The value of ΔH∘\Delta {H^ \circ }ΔH∘ for the cell reaction is twice that of ΔG∘\Delta {G^ \circ }ΔG∘ at 300K.300K.300K. If the emfemfemf of the cell is zero, the ΔS∘\Delta {S^ \circ }ΔS∘(in J K−1mol−1J\,{K^{ - 1}}mo{l^{ - 1}}JK−1mol−1) of the cell reaction per mole of BBB formed at 300K300K300K is ‾\underline{\hspace{2cm}}​. (Given: ln⁡(2)=0.7,R\ln \left( 2 \right) = 0.7,Rln(2)=0.7,R(universal gas constant) =8.3J K−1 mol−1.H,S= 8.3J\,{K^{ - 1}}\,mo{l^{ - 1}}.H,S=8.3JK−1mol−1.H,S and GGG are enthalpy, entropy and Gibbs energy, respectively.)
Numerical answer
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