11)
| 2e¯ + 4H+ + SO42¯ | ---> | SO2 + 2H2O |
| 2HBr | ---> | Br2 + 2H+ + 2e¯ |
the final answer:
| 2H+ + 2HBr + SO42¯ | ---> | SO2 + Br2 + 2H2O |
12)
| 2e¯ + H+ + H5IO6 | ---> | IO3¯ + 3H2O |
| Cr | ---> | Cr3+ + 3e¯ |
multiply top half-reaction by 3, bottom by 2; the final answer:
| 3H+ + 3H5IO6 + 2Cr | ---> | 2Cr3+ + 3IO3¯ + 9H2O |
13) This problem poses interesting problems, especially with the Cl. The key to solving ths problem is to eliminate everything not directly involved in the redox. That means the H in HFeCl4 as well as the Cl in it and HCl. When we do that, this is the unbalanced, ionic form we wind up with:
| Fe + H+ | ---> | Fe3+ + H2 |
the half-reactions (already balanced) are as follows:
| Fe | ---> | Fe3+ + 3e¯ |
| 2e¯ + 2H+ | ---> | H2 |
the final answer:
| 2Fe + 6H+ | ---> | 2Fe3+ + 3H2 |
We will go back to the molecular equation with 8HCl. Six of the HCl molecules supply the 6H+ going to 3H2. The 7th and 8th HCl molecules supply the two H present in 2HFeCl4, as well as the 8 Cl needed in the two HFeCl4 molecules.
| 2Fe + 8HCl | ---> | 2HFeCl4 + 3H2 |
14) the half-reactions (already balanced) are as follows:
| 3e¯ + 4H+ + NO3¯ | ---> | NO + 2H2O |
| H2O2 | ---> | O2 + 2H+ + 2e¯ |
multiply the top half-reaction by 2 and the bottom one by 3, add them and eliminate 6H+:
| 2H+ + 2NO3¯ + 3H2O2 | ---> | 2NO + 4H2O + 3O2 |
you can combine the hydrogen ion and the nitrate ion like this:
| 2HNO3 + 3H2O2 | ---> | 2NO + 4H2O + 3O2 |
This creates a molecular equation, but ignores the reality that nitric acid is a strong acid and is fully ionized in solution.
15) these are the half-reactions:
| 6e¯ + 6H+ + BrO3¯ | ---> | Br¯ + 3H2O |
| Fe2+ | ---> | Fe3+ + e¯ |
Only the second half-reaction needs to be multiplied through by a factor, then we add the two half-reactions for the final answer:
| 6H+ + BrO3¯ + 6Fe2+ | ---> | 6Fe3+ + Br¯ + 3H2O |