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Balance the following redox equation by half-reaction method. Bi(OH)X3(s)+SnOX2(aq)2−⟶SnOX3(aq)2−+BiX(s)(basic) - Chemistry

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Question

Balance the following redox equation by half-reaction method.

\[\ce{Bi(OH)_{3(s)} + SnO^2-_{2(aq)}->SnO^2-_{3(aq)} + Bi^_{(s)}(basic)}\]

Chemical Equations/Structures

Solution

\[\ce{Bi(OH)_{3(s)} + SnO^2-_{2(aq)}->SnO^2-_{3(aq)} + Bi^_{(s)}}\]

Step 1: Write the unbalanced equation for the redox reaction. Assign the oxidation number to all the atoms in reactants and products.

Divide the equation into two half equations.

  • Oxidation half-reaction: \[\ce{SnO^2-_{2(aq)}->SnO^2-_{3(aq)}}\]
  • Reduction half-reaction: \[\ce{Bi(OH)_{3(s)}->Bi_{(s)}}\]

Step 2: Balance half equations for \[\ce{O}\] atoms by adding \[\ce{H2O}\] to the side with fewer \[\ce{O}\] atoms. Add 1 \[\ce{H2O}\] to the left side of the oxidation half equation and \[\ce{3H2O}\] to the right side of the reduction half equation.

  • Oxidation: \[\ce{SnO^2-_{2(aq)} + H2O_{(l)}->SnO^2-_{3(aq)}}\]
  • Reduction: \[\ce{Bi(OH)_{3(s)}->Bi_{(s)} + 3H2O_{(l)}}\]

Step 3: Balance \[\ce{H+}\] atoms by adding \[\ce{H+}\] ions to the side with less \[\ce{H}\]. Hence, add \[\ce{2H+}\] ions to the right side of the oxidation half equation and \[\ce{3H+}\] ions to the left side of the reduction half equation.

  • Oxidation: \[\ce{SnO^2-_{2(aq)} + H2O_{(l)}->SnO^2-_{3(aq)} + 2H^+_{( aq)}}\] 
  • Reduction: \[\ce{Bi(OH)_{3(s)} + 3H^+_{( aq)}->Bi_{(s)} + 3H2O_{(l)}}\]

Step 4: Now add 2 electrons to the right side of the oxidation half equation and 3 electrons to the left side of the reduction half equation to balance the charges.

  • Oxidation: \[\ce{SnO^2-_{2(aq)} + H2O_{(l)}->SnO^2-_{3(aq)} + 2H^+_{( aq)} + 2e-}\] 
  • Reduction: \[\ce{Bi(OH)_{3(s)} + 3H^+_{( aq)} + 3e- ->Bi_{(s)} + 3H2O_{(l)}}\]

Step 5: Multiply oxidation half equation by 3 reduction half equation by 2 to equalize the number of electrons in two half equations.

Then add two half equations.

  • Oxidation: \[\ce{3SnO^2-_{2(aq)} + 3H2O_{(l)}->3SnO^2-_{3(aq)} + 6H^+_{( aq)} + 6e-}\] 
  • Reduction: \[\ce{2Bi(OH)_{3(s)} + 6H^+_{( aq)} + 6e- ->2Bi_{(s)} + 6H2O_{(l)}}\]

Add two half equations:

\[\ce{2Bi(OH)_{3(s)} + 3SnO^2-_{2(aq)}->3SnO^2-_{3(aq)} + 2Bi_{(s)} + 3H2O_{(l)}}\]

Reaction occurs in basic medium. However, \[\ce{H+}\] ions cancel out and the reaction is balanced. Hence, no need to add \[\ce{OH-}\] ions. The equation is balanced in terms of number of atoms and the charges

Hence, balanced equation: \[\ce{2Bi(OH)_{3(s)} + 3SnO^2-_{2(aq)}->3SnO^2-_{3(aq)} + 2Bi_{(s)} + 3H2O_{(l)}}\]

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Balancing Redox Reactions in Terms of Loss and Gain of Electrons
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Chapter 6: Redox Reactions - Exercises [Page 92]

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Balbharati Chemistry [English] 11 Standard
Chapter 6 Redox Reactions
Exercises | Q 4. (B)(b) | Page 92

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