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Oxidation-Reduction Reactions





Part I: Oxidation States

Redox Reactions



 Involve transfer of 1 or more e-

 Convention:

 Ionic charges: n- or n+

 Oxidation states: –n or +n

 Example:

Mg + Pb(NO3)2  Mg(NO3)2 + Pb

AKA: Single Replacement

Oxidation States (Numbers)

 Used to keep track of e- Redox Rxns

 Like imaginary charges, BUT…

 E- transfer has not necessarily

occurred!!!

 Let’s look at the ones you did for HW!

Oxidation-Reduction Reactions





Part II: Oxidizing & Reducing

Redox Rxns:



 e- transfer can be a real transfer as in

the formation of ionic compounds:



2Na ( s )  1 Cl 2( g )  2NaCl ( s )







Oxidation

States: 0 0 +1 -1

But with covalent compounds…

 The transfer is “on paper” (ions are not formed)

 Example:





1 CH 4(g)  2 O2 ( g )  1 CO2 ( g )  2 H 2O( g )

Oxidation -4 Each H 0 +4

Each O Each H

States: is +1 is -2 is +1

Let’s just look at the carbon:



1 CH 4  1 CO2  8 e

-







-4 +4

Account for e- loss by

The carbon has lost 8 e- adding e- to the right

side of the eqn

Oxidation is when an atom loses e-…



 We say that atom has been oxidized

 It is also the reducing agent!

 Oxidation is:

 Increase in oxidation state



 Atom becomes more positive



 Also called an Electron Donor

Look at the oxygen:



8 e  2 O2  1 CO2  2 H 2O

-









0 -2

Account for e-

4 oxygen atoms go from

gain by adding e-

oxidation state 0 to oxidation

to left side of eqn

state -2:

4 * (-2) = gain 8 electrons

Reduction is when an atom gains e-…



 It has been reduced

 It is the oxidizing agent

 So Reduction is:

 Decrease in oxidation state



 Atom becomes more negative



 Also called an Electron Acceptor

Example:

Cu(s) is the reducing agent

Cu(s) Lost 2 electrons

0 +2

Cu(s) is oxidized



 2

1 Cu (s)  2 Ag (aq)  2 Ag (s)  1 Cu (aq)



+1 0



Each Ag Gained 1 electron

Ag  is reduced

Ag  is the oxidizing agent

Oxidation-Reduction Reactions





Part III: Balancing Redox Reactions

Balancing is different for Redox



 In addition to balancing atoms, we need

to balance e-

 We will use the Half-reaction method

Acidic & Basic solutions…



 Are handled differently but you start

balancing the same way

 We will look at the acidic case today

Overview (Acidic Solution):

 Write separate eqns for Oxidation and Reduction

 Then:

 Balance elements other than O or H

 Balance Oxygen by adding H2O

 Balance Hydrogen with H+

 Balance the charge with electrons

 If necessary, find Least Common Multiple of the

number of electrons for the 2 half reactions &

multiply by a constant or constants

 Add the half reactions, cancel identical species

 Check: Are elements & charges balanced?

Balancing: Acidic Redox Reactions



Example - Balance the following redox rxn in

acidic solution:

2 3

Cr2O  C2 H5OH  Cr  CO2

7

Oxidation Reaction:



C2 H 5OH  CO2

Oxidation

States: -2 +4

Reduction Reaction:



3

Cr2O  Cr

2-

7

Oxidation

States: +6 +3

Oxidation Reaction:



3H 2O  1 C22H 55OH  2 CO22  12H  12e

C H OH CO  







Oxidation +4

States: -2



hydrogen with H+ 2O

oxygen with H

charge

Balance the carbon with electrons

Reduction Reaction:



6 e  14H   1 Cr22O77--  2 Cr 3  7 H 2O

-

Cr O 22



Oxidation

States: +6 +3



Balance all elements H+ from

Balance Hydrogen with aside2O

Balance the oxygen with H

oxygen and hydrogen





Balance the charge with electrons

Balance the electrons…



 The reduction equation has 6 electrons

on the left

 The oxidation equation has 12 electrons

on the right

 Least common multiple: 12

So…

  2 3

6 e  14 H  1 Cr2O  2 Cr  7 H 2O

7



Multiply the reduction equation by 2 to get:



  2 3

12 e  28 H  2 Cr2O  4 Cr  14 H 2O

7

Add the half-reactions:

16 11

12e  28H   2Cr2O7   4Cr 3  14H 2O

2









1 2 H5OH  3H 2O  2CO2  12H   12e

C





16 H   2 Cr2O7  1 C2 H5OH  4 Cr 3 11 H 2O  2 CO2

2

Are elements & charges balanced?

16H(aq)  2Cr2O72(aq)  C2 H5OH(l )  4Cr(3 ) 11H2O(l )  2CO2( g )

aq



16(1)  2(2)  0  12 4(3)  0  0  12

22 H 22 H

4 Cr Atoms Charges 4 Cr

Balanced!

15 O Balance! 15 O



2C 2C

For Basic solution…



 Balance as above

 To both sides, add a number of OH 

 One side will have both H  & OH 

 Change those to an equal number of H2O

 Cancel H2O on opposite sides

 Check for atom/charge balance

Let’s revise our example for basic

solution:









5

 2 2  2 3 3

16  16 aq (  2HCr2O7  )2C22O57OH (l ) ) 45OH()  11H Oaq

CrH 5OH 2 H Cr( aq  4Cr( (

16OH H 2 O(H) aq ) 5Cr2O(7( aq()aq  C2 H( aq) (lC 4Cr( aql) 11H 22O(ll))  2CO2( g )  16OH 

 22 Oaq) 3







Now…combine H+ & OH- on

How H2O on both sides

Cancel many H+ do we have? 16-So we will

The same side to form H2O

add 16 OH- to

each side



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