First, the empirical formula of an oil fuel must be determined.
100 g of an oil fuel contains 87 g of carbon and 13 g of hydrogen. The number of moles of each element in an oil fuel equals:
n(C) = 87 g / 12 g/mol = 7.25 mol
n(H) = 13 g / 1g/mol = 13 mol
From here:
n(C) = 7.25 / 7.25 = 1
n(H) = 13 /7.25 = 1.8
The number must be multiplied by 5 to get integers:
n(C) = 5
n(H) = 9
As a result, the empirical formula of the compound is C5H9.
The combustion of the compound can be represented by the following equation:
4C5H9 + 9O2 = 20CO2 + 18H2O
A. Mass of oxygen must be used for complete combustion of an oil fuel with the empirical formula C5H9 equals:
m(O2) = (1000 g × 9 × 32 g/mol) / (4 × 69 g/mol) = 1043 g = 1.043 kg
B. Mass of CO2 produced from the combustion of an oil fuel with the empirical formula C5H9 equals:
m(CO2) = (1000 g × 20 × 44 g/mol) / (4 × 69 g/mol) = 3188 g = 3.188 kg
Answer: A. 1.043 kg of oxygen; B. 3.188 kg of CO2.
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