10 ml of gaseous hydrocarbon on combustion gives 40 ml of seo2 and 50 ml of h2o the hydrocarbon is
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Assuming the reactants and products are in gas phase at RTP:
CxHy+(x+y4)O2→xCO2+y2H2OCxHy+(x+y4)O2→xCO2+y2H2O
Now, gases occupying a volume at the same temperature and pressure have the same number of molecules. Hence, we can directly take out the ratio of moles that reacted:
Gas volume Ratio of the hydrocarbon, CO2CO2 and H2OH2O is 10:40:50 or simplified, 1:4:5.
Hence, the mole ratio of the hydrocarbon, CO2CO2and H2OH2O is 1:4:5.
Notice how x number of C in the hydrocarbon gives x mol of CO2CO2. That means, stoichiometrically 4 mol of CO2CO2 was given by...4 number of C! Hence,
x = 4
C4Hy+(4+y4)O2→4CO2+y2H2OC4Hy+(4+y4)O2→4CO2+y2H2O
Similarly, y number of HH gives 5 mol of H2OH2O. For each two atoms of HH, you get 1 mol of H2OH2O. That means, 5=y25=y2 or
y = 10.
Therefore, the hydrocarbon is C4H10C4H10.
C4H10+132O2→4CO2+5H2O
CxHy+(x+y4)O2→xCO2+y2H2OCxHy+(x+y4)O2→xCO2+y2H2O
Now, gases occupying a volume at the same temperature and pressure have the same number of molecules. Hence, we can directly take out the ratio of moles that reacted:
Gas volume Ratio of the hydrocarbon, CO2CO2 and H2OH2O is 10:40:50 or simplified, 1:4:5.
Hence, the mole ratio of the hydrocarbon, CO2CO2and H2OH2O is 1:4:5.
Notice how x number of C in the hydrocarbon gives x mol of CO2CO2. That means, stoichiometrically 4 mol of CO2CO2 was given by...4 number of C! Hence,
x = 4
C4Hy+(4+y4)O2→4CO2+y2H2OC4Hy+(4+y4)O2→4CO2+y2H2O
Similarly, y number of HH gives 5 mol of H2OH2O. For each two atoms of HH, you get 1 mol of H2OH2O. That means, 5=y25=y2 or
y = 10.
Therefore, the hydrocarbon is C4H10C4H10.
C4H10+132O2→4CO2+5H2O
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c4h10
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