Propane gas (C3H8)
gas plus oxygen gas gives carbon dioxide plus water
|
C3H8 |
+ |
O2 |
-> |
CO2 |
+ |
H2O |
| Now we need to have the same number of
each kind of atoms on each side. Let's count the atoms: |
| Carbons |
1x3=3C |
|
|
|
1x1=1C |
|
|
| Hydrogens |
1x8=4H |
|
|
|
|
|
1x2=2H |
| Oxygens |
|
|
1x2=2O |
|
1x2=2O |
+ |
1x1=1O |
| Again, the best strategy for balancing is to
start with the molecule containing atoms other than oxygen, in
this case, propane. Comparing the two sides we can first balance
Carbon: |
|
C3H8 |
+ |
O2 |
-> |
3CO2 |
+ |
H2O |
| Carbons |
1x3=3C |
|
|
= |
3x1=3C |
|
|
| Hydrogens |
1x8=8H |
|
|
|
|
|
1x2=2H |
| Oxygens |
|
|
1x2=2O |
|
3x2=6O |
|
1x1=2O |
| Comparing the two sides again, we now have the
same number of carbons. Now let's balance the hydrogens by adding
3 waters to the right side: |
| |
C3H8 |
+ |
O2 |
-> |
3CO2 |
+ |
4 H2O |
| Carbons |
1x3=3C |
|
|
= |
3x1=3C |
|
|
| Hydrogens |
1x8=8H |
|
|
= |
|
|
4x2=8H |
| Oxygens |
|
|
1x2=2O |
|
3x2=6O |
|
4x1=4O |
| Carbon and hydrogen are now balanced, while oxygen
is not, we have 2 oxygen atoms on the left, but we now have 10
on the right. We can balance oxygen by adding 8 oxygen atoms,
or four molecules to the left: |
| |
C3H8 |
+ |
5 O2 |
-> |
3CO2 |
+ |
4 H2O |
| Carbons |
1x3=3C |
|
|
= |
3x1=3C |
|
|
| Hydrogens |
1x8=8H |
|
|
= |
|
|
4x2=8H |
| Oxygens |
|
|
5x2=10O |
= |
3x2=6O |
|
4x1=4O |
| voila! We have now balanced the entire
equation. We have different substances on the two sides, but
the same number of atoms of each type - elements and mass are
conserved! |
|