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Purpose:
The previous lab involved determining the formula of ionic
compounds by balancing charges using subscripts. Now, atoms,
molecules and compounds can be combined to react and form new
products. These reactions must also be balanced. The number of
atoms before the reaction occurs (reactants) must equal the number
of atoms after the reaction (products). An equation is balanced
using only the coefficients.
Procedure:
- Check the subscripts (e.g. Al2O3)
on each molecule/compound for correctness first. In boxes with
missing compounds (?) you must determine the compound by charges
and check the subscripts.
- Once the subscripts are checked and are correct, DO NOT
ALTER THEM AGAIN
- To balance go back and forth repeatedly on both sides of
the equation and adjust the COEEFICIENTS ONLY
(e.g. 4Al + 3O2 => 2Al2O3
) until there are the same number of each atom on both sides
of the equation.
- You might go too far in your balancing efforts yet the chemical
equation will still balance (e.g. 8Al + 6O2
=> 4Al2O3 ). Just go back
and check the coefficients to see if you can divide out a common
factor (i.e. 2 in the previous example).
- Combustion reactions can be tricky at times to balance. Always
balance the carbon atoms first, then the hydrogen,
saving the oxygen for last.
- If a fractional coefficient is required to balance oxygen
(e.g. 3.5 O2 ) you should go back and double
the values of all the coefficients.
- Make sure there are no single atom products or reactants from
the diatomic family (i.e. H2, N2, O2,
F2, Cl2, Br2 )
Problems:
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1
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Al2O3
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+
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3
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K2S
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=
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1
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Al2S3
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+
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3
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K2O
|
|
?
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Li
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+
|
?
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Mg(OH)2
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=
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?
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Li(OH)
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+
|
?
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Mg
|
|
?
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Ca
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+
|
?
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Si3N4
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=
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?
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Ca3N4
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+
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?
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Si
|
|
?
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B2(SO4)3
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+
|
?
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Ge3P4
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=
|
?
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Ge(SO4)2
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+
|
?
|
?
|
|
?
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Na3P
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+
|
?
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Al2S3
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=
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?
|
?
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+
|
?
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Na2S
|
|
?
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MgO
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+
|
?
|
?
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=
|
?
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Li2O
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+
|
?
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Mg3N2
|
|
?
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?
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+
|
?
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BeO
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=
|
?
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Be3Ar2
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+
|
?
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Ga2O3
|
|
?
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K(OH)
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+
|
?
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Sn3N4
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=
|
?
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Sn(OH)4
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+
|
?
|
?
|
|
?
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Be(NO3)2
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+
|
?
|
?
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=
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?
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Sn(NO3)4
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+
|
?
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Be(SO4)
|
|
?
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C4H10
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+
|
?
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O2
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=
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?
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CO2
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+
|
?
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H2O
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If you like, check your answers by using this
balancing applet!
Conclusion:
Finally, update your website with the details of this lab experience
including the 9 balanced equations with Coefficients. Turn in a
paper copy to the instructor. This lab will be
graded according to this rubric.
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