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← JEE Advanced 2013 · Paper 2
ChemistryList match+3 / -1Question 39 of 60

JEE Advanced 2013 · Paper 2, Chemistry question 39

The standard reduction potential data at 25 °C is given below.

E∘(FeX3+,FeX2+)=+0.77E^\circ(\ce{Fe^{3+}},\ce{Fe^{2+}})=+0.77 V; E∘(FeX2+,Fe)=−0.44E^\circ(\ce{Fe^{2+}},\ce{Fe})=-0.44 V;
E∘(CuX2+,Cu)=+0.34E^\circ(\ce{Cu^{2+}},\ce{Cu})=+0.34 V; E∘(CuX+,Cu)=+0.52E^\circ(\ce{Cu+},\ce{Cu})=+0.52 V;
E∘[OX2(g)+4 HX++4 eX−→2 HX2O]=+1.23E^\circ[\ce{O2(g) + 4H+ + 4e- -> 2H2O}]=+1.23 V; E∘[OX2(g)+2 HX2O+4 eX−→4 OHX−]=+0.40E^\circ[\ce{O2(g) + 2H2O + 4e- -> 4OH-}]=+0.40 V;
E∘(CrX3+,Cr)=−0.74E^\circ(\ce{Cr^{3+}},\ce{Cr})=-0.74 V; E∘(CrX2+,Cr)=−0.91E^\circ(\ce{Cr^{2+}},\ce{Cr})=-0.91 V

Match E∘E^\circ of the redox pair in List I with the values given in List II and select the correct answer using the code given below the lists:

List I

  • P
    E∘(FeX3+,Fe)E^\circ(\ce{Fe^{3+}},\ce{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+}},\ce{Cr^{2+}})

List II

  • 1
    −0.18 V
  • 2
    −0.4 V
  • 3
    −0.04 V
  • 4
    −0.83 V
Choose one option
Answer and worked solution

Official answer: D

Combine via ΔG = −nFE.

  • P, Fe³⁺/Fe: 1(0.77)+2(−0.44)3=−0.037≈−0.04\dfrac{1(0.77)+2(-0.44)}3=-0.037\approx-0.04 V. → 3
  • Q, 4 HX2O⇌4 HX++4 OHX−\ce{4H2O <=> 4H+ + 4OH-}: E=0.40−1.23=−0.83E=0.40-1.23=-0.83 V. → 4
  • S, Cr³⁺/Cr²⁺: 3(−0.74)−2(−0.91)=−0.403(-0.74)-2(-0.91)=-0.40 V. → 2
  • R, CuX2++Cu→2 CuX+\ce{Cu^{2+} + Cu -> 2Cu+}: E∘(CuX2+/CuX+)=2(0.34)−0.52=0.16E^\circ(\ce{Cu^{2+}/Cu+})=2(0.34)-0.52=0.16 V, so E=0.16−0.52=−0.36E=0.16-0.52=-0.36 V. This is not in List II; the remaining value, −0.18 V (half of it), is the one the key pairs with R.

P, Q and S alone fix the code 3 4 1 2.

(D)