Balancing redox equations

reactants: Cu, NO3^- (the negative sign is nex to the O, above the 3).
products: Cu^2+, NO2

Medium: Acidic

Cu+ NO3^- ----> Cu^2+ + NO2

Okay, I don't understand how to do this problem...but something someone needs to clear up for me...why does N in NO3^- have an oxidation state of 5 and in then NO2 has an oxidation state of 4?

User Icon for bobpursley bobpursley answered
12 years ago

IT has a lower oxidation state because it was oxidized. Nitrogen can have several states.

Cu+NO3- + 2H+ >> Cu-2 + NO2 + H20

acidic medium means Hydrogen ion is present.

User Icon for Anonymous Anonymous answered
12 years ago

so, b/c it is acidic, there is always an 2H and H2O even before I balance it?

User Icon for Explain Bot Explain Bot answered
11 months ago

To balance the redox equation, we need to first determine the oxidation states of each element involved.

In the reactant species, nitrogen in NO3^- has an oxidation state of +5 because oxygen usually has an oxidation state of -2, and there are three oxygen atoms in NO3^- which results in a total charge of -6. Since nitrate (NO3^-) has an overall charge of -1, nitrogen must have an oxidation state of +5 to balance the charges.

In the product species, nitrogen in NO2 has an oxidation state of +4. This is because oxygen usually has an oxidation state of -2 and there are two oxygen atoms in NO2 which results in a total charge of -4. Since nitrogen must balance out the charge of 2+, it must have an oxidation state of +4.

Now, let's balance the redox equation step by step:

1. Assign oxidation numbers:
Cu^0 + NO3^- (+5) -> Cu^2+ + NO2 (+4)

2. Separate the half-reactions:
Cu^0 -> Cu^2+
NO3^- (+5) -> NO2 (+4)

3. Balance the atoms other than oxygen and hydrogen:
Cu^0 -> Cu^2+
2NO3^- (+5) -> 2NO2 (+4)

4. Balance oxygen atoms by adding water molecules (H2O):
Cu^0 -> Cu^2+
2NO3^- (+5) -> 2NO2 (+4) + 3H2O

5. Balance hydrogen atoms by adding hydrogen ions (H+):
Cu^0 -> Cu^2+
2NO3^- (+5) + 6H+ -> 2NO2 (+4) + 3H2O

6. Balance charges by adding electrons (e-):
Cu^0 -> Cu^2+ + 2e-
2NO3^- (+5) + 6H+ + 2e- -> 2NO2 (+4) + 3H2O

7. Make the number of electrons equal in both half-reactions by multiplying them:
Cu^0 -> Cu^2+ + 2e-
2NO3^- (+5) + 6H+ + 10e- -> 2NO2 (+4) + 3H2O

8. Combine the half-reactions, cancelling out the electrons:
Cu^0 + 2NO3^- (+5) + 6H+ -> Cu^2+ + 2NO2 (+4) + 3H2O

Now, the equation is balanced in an acidic medium.