Answer:
1. C10H20O
2. CH2O
3. CH2
Step-by-step explanation:
1. Menthol
We can use the information supplied to calculate the number of moles of carbon and hydrogen.
We first divide the mass of carbon iv oxide by its molar mass I.e 44g/mol
28.16÷44 = 0.64 moles
Now, we know that 1 mole of carbon iv oxide contains 1 mole carbon. To find the actual mass of carbon, we multiply this number of moles by the atomic mass unit of carbon I.e 12 . That equals 0.64 × 12 = 7.68mg
For the hydrogen, we use water.
We first divide by molar mass of water i.e 18
11.53 ÷ 18 = 0.641moles
Since 1 mole water contains 2 moles hydrogen, we multiply the number of moles of water by 2. That equals 0.641 × 2 = 1.282 moles
We multiply this by a.m.u of oxygen = 1.282 × 1 = 1.282mg
To get the mass of oxygen, we subtract the masses of hydrogen and carbon from the total = 10 - 1.282 - 7.68 = 1.038 mg
We now get number of moles of oxygen by dividing by the amu of oxygen = 1.038/16 = 0.065
Thus, we have the following moles
0.065 oxygen, 1.282 hydrogen and 0.64 carbon.
We divide by the smallest
Carbon = 0.64 ÷ 0.065 = 10
Hydrogen = 1.282 ÷ 0.024875 = 20
Oxygen = 1
Possible empirical formula is C10H20O
2. We can use the information supplied to calculate the number of moles of carbon and hydrogen.
Following procedures in 1 above, we get the following:
C = 14.7/44 = 0.3341 moles
This multiplied by its amu = 0.3341 × 12 = 4g
H = 6 / 18 = 0.33
Multiplied by 2 = 0.67 moles
Multiplied by amu of hydrogen = 0.67g
MASS of oxygen = 10 - 0.67 - 3 = 5.33g
Dividing by a.m.u of oxygen = 5.33/16 = 0.33
We divide by smallest number of moles.
C = 0.33/0.33 = 1
H = 0.67/2 = 2
O = 0.33/0.33 = 1
Empirical formula is CH2O
3.We can use the information supplied to calculate the number of moles of carbon and hydrogen.
Following procedures in 1 above, we get the following:
C = 4.71/44 = 0.107g
Multiplied by a.m.u = 0.107 × 12 = 1.285g
H = 1.93g /18 = 0.107
Multiplied by 2 moles = 0.214
Mass = 0.214 × 1 = 0.214g
Dividing by smallest number:
H = 0.214/0.107= 2
C = 0.107/0.107 = 1
Empirical formula = CH2