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Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless...

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Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process
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Page 1: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Oxidation Numbers & Redox Reactions

How to Make Balancing Redox Reactions a Relatively

Painless Process

Page 2: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

What Do We Need to Consider?

• Definitions• Rules for Assigning Oxidation

Numbers• Balancing Redox Reactions

Page 3: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

• Redox Reactions – Reactions involving the transfer of electrons from one species to another.

• Oxidation – Loss of electrons (LEO)• Reduction – Gain of electrons (GER)• A given species is said to be “reduced”

when it gains electrons and “oxidized”• when it loses electrons.

Redox: LEO says GER

Page 4: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Examples

Page 5: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

What are Oxidation Numbers?

• The oxidation number of an element indicates the number of electrons lost, gained, or shared as a result of chemical bonding.

• The change in the oxidation state of a species lets you know if it has undergone oxidation or reduction.

Page 6: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Oxidation can be defined as "an increase in oxidation

number".

• In other words, if a species starts out at one oxidation state and ends up at a higher oxidation state it has undergone oxidation.

Page 7: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Conversely,

• Reduction can be defined as "a decrease in oxidation number".

• Any species whose oxidation number is lowered during the course of a reaction has undergone reduction.

Page 8: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Example: Na + Cl2

2NaCl

• The Na starts out with an oxidation number of zero (0) and ends up having an oxidation number of 1+.

• It has been oxidized from a sodium atom to a positive sodium ion.

Page 9: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Example: Na + Cl2

2NaCl

• The Cl2 also starts out with an oxidation number of zero (0), but it ends up with an oxidation number of 1-.

• It, therefore, has been reduced from chlorine atoms to negative chloride ions.

Page 10: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Oxidizing agents

• The substance bringing about the oxidation of the sodium atoms is the chlorine, thus the chlorine is called an oxidizing agent.

• In other words, the oxidizing agent is being reduced (undergoing reduction).

Page 11: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Reducing agents

• The substance bringing about the reduction of the chlorine is the sodium, thus the sodium is called a reducing agent.

• Or in other words, the reducing agent is being oxidized (undergoing oxidation).

Page 12: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Redox reactions

• Oxidation is ALWAYS accompanied by reduction.

• Reactions in which oxidation and reduction are occurring are usually called Redox reactions.

Page 13: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Rules for Assigning Oxidation Numbers

• There are several rules for assigning the oxidation number to an element. Learning these rules will simplify the task of determining the oxidation state of an element, and thus, whether it has undergone oxidation or reduction.

Page 14: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Rules 1 and 2

• 1.The oxidation number of an atom in the elemental state is zero.

– Example: Cl2 and Al both are 0

• 2.The oxidation number of a monatomic ion is equal to its charge.

– Example: In the compound NaCl, the sodium has an oxidation number of 1+ and the chlorine is 1-.

Page 15: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Rule 3

• 3.The algebraic sum of the oxidation numbers in the formula of a compound is zero.

• Example: the oxidation numbers in the NaCl above add up to 0

Page 16: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Rule 4

• 4.The oxidation number of hydrogen in a compound is 1+, except when hydrogen forms compounds called hydrides with active metals, and then it is 1-.

• Examples: H is 1+ in H2O, but 1- in NaH (sodium hydride).

Page 17: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Rule 5

• 5.The oxidation number of oxygen in a compound is 2-, except in peroxides when it is 1-, and when combined with fluorine. Then it is 2+.

• Example: In H2O the oxygen is 2-, in H2O2 it is 1-.

Page 18: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Rule 6

• 6.The algebraic sum of the oxidation numbers in the formula for a polyatomic ion is equal to the charge on that ion.

• Example: in the sulfate ion, SO42-,

the oxidation numbers of the sulfur and the oxygens add up to 2-. The oxygens are 2- each, and the sulfur is 6+.

Page 19: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Application Problems:

• 1.What is the oxidation number of chromium in

– a.Na2CrO4 In Na2CrO4 the Cr has an oxidation number of

6+ and it can be said to be in the 6+ oxidation state

– b.Cr2O72-

In Cr2O72-

the Cr also has an oxidation number of 6+ and it can be said to be in the 6+ oxidation state.

Page 20: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Given the unbalanced equation below Cr2O3(s) + Al(s) Cr(s) + Al2O3(s)

• a.identify the oxidation state of each element

• Cr3+ O2- Al0 Cr0 Al3+ O2-

• b.identify the oxidizing agent• Cr3+ in the chromium(III) oxide

• c.identify the reducing agent • Al(s)

Page 21: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Balancing Redox Reactions

• Redox reactions often can be most easily balanced by the following method usually called the half-reaction method.

• Example:Cr3+

(aq) + Cl1-(aq) Cr(s) + Cl2(g)

Page 22: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

first

• divide it into half-reactions; that is, the oxidation reaction and the reduction reaction.

• Oxidation: Cl1-(aq) Cl2(g) + 2e-

• Reduction: Cr3+(aq) + 3e- Cr(s)

Page 23: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Next balance

• each half-reaction with respect to atoms first, then with respect to electrons. Oxidation: 2Cl1-

(aq) Cl2(g) + 2e-

Reduction: Cr3+(aq) + 3e- Cr(s)

Oxidation: 3(2Cl1-(aq) Cl2(g) + 2e-)

Reduction: 2(Cr3+(aq) + 3e-

Cr(s))

Page 24: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Which gives

Oxidation: 6Cl1-(aq) 3Cl2(g) + 6e-)

Reduction: 2Cr3+

(aq) + 6e- 2Cr(s)

Page 25: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

add

• the two half-reactions together cancelling the electrons which are now equal on each side of the arrow

• Final Equation: 2Cr3+

(aq) + 6Cl1-(aq) 2Cr(s) + 3Cl2(g)

Page 26: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Granted,

• this example is a simple one, however, the same basic procedure is carried out for most redox reactions, with the addition of a couple of other steps, depending on the reaction conditions.

Page 27: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Example:

• copper metal added to concentrated nitric acid

• Cu(s) + HNO3(aq) Cu(NO3)2(aq) + NO2(g)

Page 28: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

First,

• divide the equation into half-reactions • notice that the copper is going from a

0 oxidation state to 2+ which is oxidation

• and some of the nitrogen is being reduced from 5+ in the nitrate ion to 4+ in the nitrogen dioxide

Page 29: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

Half-reactions

• Oxidation: Cu(s) Cu2+(aq) + 2e-

• Reduction: NO31-

(aq) + e- NO2(g)

Page 30: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

balance

• each half-reaction with respect to atoms first, then with respect to electrons

• Oxidation: Cu(s) Cu2+(aq) + 2e-  

• Reduction: 2NO31-

(aq) + 2 e- 2NO2(g) – Add H2O on the right to balance out the

oxygen atoms. – Then add enough H+ on the left to balance

the hydrogens in the H2O

Page 31: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

balance

• Oxidation: Cu(s) Cu2+(aq) + 2e-

• Reduction: 2NO31-

(aq) + 4H+ + 2 e- 2NO2(g) + 2H2O

• Add the two equations together canceling out the 2e- on each side

Page 32: Oxidation Numbers & Redox Reactions How to Make Balancing Redox Reactions a Relatively Painless Process.

balance

• Cu(s) + 2NO31-

(aq) + 4H+ Cu2+

(aq) + 2NO2(g) + 2H2O

• You now have the net ionic equation that shows that copper reacts with nitric acid to produce copper(II) ions, nitrogen dioxide gas and water.

• The other two nitrate ions not shown in this form of the equation give copper(II) nitrate and are spectator ions.


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