The formula of hydrocarbon in the given reaction of combustion of this hydrocarbon with O 2 at 0 .959 atm and 298 K is needed to be identified, if the combustion producing a mixture of CO 2 and H 2 O having a density of 1 .391 g/L and occupies a volume of 4 times larger than hydrocarbon. Concept introduction: Number of moles of a substance, According to ideal gas equation, Number of moles = Pressure × Volume R × Temperature Mass of a substance from its density and volume is, Mass = Density × Volume Mass of a substance from its number of moles is, Number of moles × Molecular mass in grams = taken Mass Balance equation of a reaction is written according to law of conservation of mass. Mole ratio between the reactants of a reaction is depends upon the coefficients of reactants in a balanced chemical equation.
The formula of hydrocarbon in the given reaction of combustion of this hydrocarbon with O 2 at 0 .959 atm and 298 K is needed to be identified, if the combustion producing a mixture of CO 2 and H 2 O having a density of 1 .391 g/L and occupies a volume of 4 times larger than hydrocarbon. Concept introduction: Number of moles of a substance, According to ideal gas equation, Number of moles = Pressure × Volume R × Temperature Mass of a substance from its density and volume is, Mass = Density × Volume Mass of a substance from its number of moles is, Number of moles × Molecular mass in grams = taken Mass Balance equation of a reaction is written according to law of conservation of mass. Mole ratio between the reactants of a reaction is depends upon the coefficients of reactants in a balanced chemical equation.
Interpretation: The formula of hydrocarbon in the given reaction of combustion of this hydrocarbon with
O2 at
0.959atm and
298K is needed to be identified, if the combustion producing a mixture of
CO2 and
H2O having a density of
1.391g/L and occupies a volume of 4 times larger than hydrocarbon.
Concept introduction:
Number of moles of a substance,
According to ideal gas equation,
Numberofmoles=Pressure×VolumeR×Temperature
Mass of a substance from its density and volume is,
Mass=Density×Volume
Mass of a substance from its number of moles is,
Number of moles×Molecularmass in grams=takenMass
Balance equation of a reaction is written according to law of conservation of mass.
Mole ratio between the reactants of a reaction is depends upon the coefficients of reactants in a balanced chemical equation.
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