JEE Advanced 2013 Paper 2 Chemistry Q19

Chemistry · Electrochemistry

Problem

The standard reduction potential data at 25 ∘C25\,^{\circ}\mathrm C are E∘(FeX3+, FeX2+)=+0.77 VE^\circ(\ce{Fe^3+,Fe^2+})=+0.77\,\mathrm V, E∘(FeX2+, Fe)=−0.44 VE^\circ(\ce{Fe^2+,Fe})=-0.44\,\mathrm V, E∘(CuX2+, Cu)=+0.34 VE^\circ(\ce{Cu^2+,Cu})=+0.34\,\mathrm V, E∘(CuX+, Cu)=+0.52 VE^\circ(\ce{Cu+,Cu})=+0.52\,\mathrm V, E∘[OX2(g)X4+HX++4 eX−→2 HX2O]=+1.23 VE^\circ[\ce{O2(g)+4H+ +4e- -> 2H2O}]=+1.23\,\mathrm V, E∘[OX2(g)X2+HX2OX4+eX−→4 OHX−]=+0.40 VE^\circ[\ce{O2(g)+2H2O+4e- -> 4OH-}]=+0.40\,\mathrm V, E∘(CrX3+, Cr)=−0.74 VE^\circ(\ce{Cr^3+,Cr})=-0.74\,\mathrm V and E∘(CrX2+, Cr)=−0.91 VE^\circ(\ce{Cr^2+,Cr})=-0.91\,\mathrm V. Match List I with List II. Column I — P: E∘(FeX3+, Fe)E^\circ(\ce{Fe^3+,Fe}); Q: E∘(4 HX2O⇌4 HX++4 OHX−)E^\circ(\ce{4H2O <=> 4H+ +4OH-}); R: E∘(CuX2++Cu→2 CuX+)E^\circ(\ce{Cu^2+ + Cu -> 2Cu+}); S: E∘(CrX3+, CrX2+)E^\circ(\ce{Cr^3+,Cr^2+}) Column Ii — 1: −0.18 V-0.18\,\mathrm V; 2: −0.40 V-0.40\,\mathrm V; 3: −0.04 V-0.04\,\mathrm V; 4: −0.83 V-0.83\,\mathrm V

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