We'll
start balancing reactions assuming that you already have the formulas
written correctly. This is very important since it is often
impossible to balance a reaction in which the formulas are written
incorrectly, and even if you get it balanced, it is still wrong. If
you aren’t sure about writing formulas, you can go back to
nomenclature.
Balancing
reactions is largely a process of trial and error. There is,
unfortunately, no simple process that always works. There are a few
common situations and types that we will try to show here, but in the
end, you will have to do some guess and check work.
Let's
start with a simple example:
Ba(NO3)2
+ Na2SO4 → NaNO3 + BaSO4
If
we do a quick count we discover that there are the following atoms on
each side of the equation:
Left
side
|
Right
side
|
Ba
= 1
|
Ba
= 1
|
N
= 2
|
N
= 1
|
Na
= 2
|
Na
= 1
|
O
= 10 (6 from the 2 nitrates and 4 from sulfate)
|
O
= 7 (3 from nitrate and 4 from sulfate)
|
S
= 1
|
S
= 1
|
It
is also perfectly okay (and often easier) to count polyatomic ions as
complete units. Of course this only works if the ion is identical on
both sides. In other words, it will work here, but it wouldn't work
in an equation that had sulfate (SO4) on one side and
sulfite (SO3) on the other.
If
we count by ions, we would have:
Ba(NO3)2
+ Na2SO4 → NaNO3 + BaSO4
Left
side
|
Right
side
|
Ba
= 1
|
Ba
= 1
|
NO3
= 2
|
NO3
= 1
|
Na
= 2
|
Na
= 1
|
SO4
= 1
|
SO4
= 1
|
The
reaction is not balanced because there are different numbers of
nitrates and sodium atoms. So what can we do?
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