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Moles, compounds and formula |
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The formula of a compound can be worked out from the percentage by mass of each element.
Example
Methane contains 75% carbon and 25% hydrogen. What is its Empirical formula?
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C |
H |
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mass (%) |
75 |
25 |
|
Moles |
75/12 |
25/1 |
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ratio |
6.25 |
25 |
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|
1 |
4 |
Formula = CH4
Find the empirical formulae and name each of the following compounds.
1) A black powder is made of 63.2% Mn and 36.8%O. MnO2
2) A dark red powder has the composition Fe - 70%, O - 30%. Fe2O3
3) A colourless liquid, contains 52.2%C, 13.0%H and 34.8%O C2H6O
4) A white powder is Na 27.4%, H 1.2%, C 14.3% and O 57.1 %. When it reacts with an acid it gives out a colourless gas. What is the test for this gas? NaHCO3 / Lime water goes cloudy
5) An oily liquid that can eat away paper contains 2.1%H, 65.4%O and 32.5%S H2SO4
6) A blue crystalline compounds contains Cu 25.0%, S 12.8%, O 25.7% and H2O 36.0% CuSO4.5H2O
The formulae of compounds can also be determined from experiments involving oxidation or reduction. For each of the following experiments a compound is involved:
I) Find the formula of the compound
II) Write an equation for the reaction
7) 8.0 g black copper oxide was heated in a tube with a stream of hydrogen passing over it. 6.4g of copper was produced. CuO
| CuO(s) | + | H2(g) | ---> | Cu(s) | + | H2O(g) |
8) Two oxides of lead were heated with a stream of hydrogen passing over them. 11.15 g of one oxide produced 10.35 g of lead. 11.95 g of the other oxide also produced 10.35 g of lead.
Oxide 1 PbO
| PbO(s) | + | H2(g) | ---> | Pb(s) | + | H2O(g) |
Oxide 2 PbO2
| PbO2(s) | + | 2H2(g) | ---> | Pb(s) | + | 2H2O(g) |
9) 8.96 g of iron was burnt in a flask of chlorine. 26.00 g of a chloride of iron was made.
FeCl3
| 2Fe(s) | + | 3Cl2(g) | ---> | FeCl3(s) |
Use the following equations to answer the questions.
10) 2Al(s) + 3FeO(s) à Al2O3(s) + 3Fe(s)
What mass of iron can be produced when 108 g of aluminium is used? 336g
11) Iron is produced in the blast furnace from iron (III) oxide by
Fe2O3(s) + 3CO(g) à 2Fe(s) + 3CO2(g)
What is the maximum mass of iron that can be produced from 357 tonnes of iron(III) oxide.
If the process was 70% efficient what is the mass of iron(III) oxide needed to make 100 tonnes of iron.
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No Mole(T) Iron oxide = |
357 / 160 | |
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No Mole(T) Iron oxide = |
2 Moles | |
| Ratio = | 1 : 2 (Iron oxide : Iron) | |
| No Moles Iron = | 4 Moles | |
| Mass of Iron = | 4 x 56 | |
| Mass of Iron | 224 Tonnes | |
| 357 Tonnes of Iron oxide = | 224 Tonnes of Iron (at 100%) | |
| (357 / 224) x 100 = | (224 / 224) x 100 | |
| 159 Tonnes Iron oxide = | 100 Tonnes of Iron (at100%) | |
| 159 Tonnes Iron oxide = | 70 Tonnes of Iron (at 70%) | |
| So:- (159 / 70) x 100 = | (70 / 70) x 100 | |
| 227 Tonnes of Iron oxide = | 100 Tonnes of iron (at 70%) |