Find empirical formula c 54.55%, H 9.09% O 36.6%
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Solution :
Given : Carbon = 54.55 %, Hydrogen = 9.09 %, Oxygen = 36.6 %
So For 100 g of the compound, 54.55 g are of Carbon, 9.09 g are of Hydrogen, 36.6 g are of Oxygen.
Therefore, Number of Moles = Given Mass / Molar Mass
Carbon :
Given Mass - 54.55 g
Molar Mass - 12 g
=> Number of moles = 54.55 g / 12 g = 4.54 moles
Hydrogen :
Given Mass = 9.09 g
Molar Mass = 1 g
=> Number of moles = 9.09 g / 1 g = 9.09 moles
Oxygen :
Given Mass = 36.6 g
Molar Mass = 16 g
=> Number of moles = 36.6 g / 16 g = 2.28 moles.
So we must divide the number of moles by the least number of moles obtained. On obtaining we get,
Least Number of moles = 2.28 moles
Hence on dividing we get,
Carbon = 4.54 mol / 2.28 mol = 1.99 which is equal to 2 molecules.
Hydrogen = 9.09 mol / 2.28 mol = 3.98 which is equal to 4 molecules
Oxygen = 2.28 mol / 2.28 mol = 1 molecule.
Hence the Empirical Formula = C₂H₄O.
Hope the answer helped :-)
Solution :
Given : Carbon = 54.55 %, Hydrogen = 9.09 %, Oxygen = 36.6 %
So For 100 g of the compound, 54.55 g are of Carbon, 9.09 g are of Hydrogen, 36.6 g are of Oxygen.
Therefore, Number of Moles = Given Mass / Molar Mass
Carbon :
Given Mass - 54.55 g
Molar Mass - 12 g
=> Number of moles = 54.55 g / 12 g = 4.54 moles
Hydrogen :
Given Mass = 9.09 g
Molar Mass = 1 g
=> Number of moles = 9.09 g / 1 g = 9.09 moles
Oxygen :
Given Mass = 36.6 g
Molar Mass = 16 g
=> Number of moles = 36.6 g / 16 g = 2.28 moles.
So we must divide the number of moles by the least number of moles obtained. On obtaining we get,
Least Number of moles = 2.28 moles
Hence on dividing we get,
Carbon = 4.54 mol / 2.28 mol = 1.99 which is equal to 2 molecules.
Hydrogen = 9.09 mol / 2.28 mol = 3.98 which is equal to 4 molecules
Oxygen = 2.28 mol / 2.28 mol = 1 molecule.
Hence the Empirical Formula = C₂H₄O.
Hope the answer helped :-)
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