Exercises: Determining Relative Molecular Mass from a Vapour
At room temperature and pressure, one mole of any gas occupies approximately $24\ \text{L}$. A sample of a gas has a volume of $0.060\ \text{L}$ at room temperature and…
At room temperature and pressure, one mole of any gas occupies approximately $24\ \text{L}$. A sample of a gas has a volume of $0.060\ \text{L}$ at room temperature and pressure. Calculate the number of moles.
A volatile liquid is vaporised in a graduated gas syringe. State the measurements needed to calculate its relative molecular mass, and name the equation used.
A volatile liquid is vaporised in a graduated gas syringe. State the measurements needed to calculate its relative molecular mass, and name the equation used.
Convert each temperature to kelvin: a) $20\ ^\circ\text{C}$ b) $100\ ^\circ\text{C}$ c) $-10\ ^\circ\text{C}$
Convert each temperature to kelvin:
- a) $20\ ^\circ\text{C}$
- b) $100\ ^\circ\text{C}$
- c) $-10\ ^\circ\text{C}$
A student vaporises $0.152\ \text{g}$ of a volatile liquid. The vapour occupies $60.0\ \text{mL}$ at $373\ \text{K}$ and $1.01\times10^{5}\ \text{Pa}$. Using…
A student vaporises $0.152\ \text{g}$ of a volatile liquid. The vapour occupies $60.0\ \text{mL}$ at $373\ \text{K}$ and $1.01\times10^{5}\ \text{Pa}$. Using $R = 8.31\ \text{J K}^{-1}\text{mol}^{-1}$, calculate:
- a) the number of moles of vapour
- b) the relative molecular mass of the liquid
A sample of propanone vapour of mass $0.116\ \text{g}$ occupies $50.0\ \text{mL}$ at $373\ \text{K}$ and $1.00\times10^{5}\ \text{Pa}$. a) Calculate the relative…
A sample of propanone vapour of mass $0.116\ \text{g}$ occupies $50.0\ \text{mL}$ at $373\ \text{K}$ and $1.00\times10^{5}\ \text{Pa}$.
- a) Calculate the relative molecular mass.
- b) Compare it with the value calculated from the formula $\mathrm{C_3H_6O}$ $(A_r$: C = 12.0, H = 1.0, O = 16.0$)$ and calculate the percentage error.
In an experiment a small mass of volatile liquid is injected into a gas syringe in a heated oven. State two precautions that should be taken to ensure the result is…
In an experiment a small mass of volatile liquid is injected into a gas syringe in a heated oven. State two precautions that should be taken to ensure the result is reliable, and explain why each one matters.
A student injects $0.250\ \text{g}$ of a volatile liquid into a gas syringe held at $353\ \text{K}$ and $1.013\times10^{5}\ \text{Pa}$. The final vapour volume is…
A student injects $0.250\ \text{g}$ of a volatile liquid into a gas syringe held at $353\ \text{K}$ and $1.013\times10^{5}\ \text{Pa}$. The final vapour volume is $97.7\ \text{mL}$.
- a) Calculate the relative molecular mass.
- b) The liquid is known to contain $64.9\%$ carbon, $13.5\%$ hydrogen and $21.6\%$ oxygen by mass. Determine its empirical formula and molecular formula.
- c) Suggest whether the vapour behaves as an ideal gas under these conditions and justify your answer.
In an experiment to find the relative molecular mass of a liquid, a student failed to allow for the fact that a small portion of the liquid had not fully vaporised. a)…
In an experiment to find the relative molecular mass of a liquid, a student failed to allow for the fact that a small portion of the liquid had not fully vaporised.
- a) State, with reasoning, whether the calculated relative molecular mass would be too high or too low.
- b) The student also read the syringe volume while the oven was cooling slightly. State the effect of this error on the result.
- c) Suggest one improvement to the procedure.
A $0.480\ \text{g}$ sample of a volatile liquid fully vaporises to give $150\ \text{mL}$ of gas at $400\ \text{K}$ and $1.00\times10^{5}\ \text{Pa}$. a) Calculate the…
A $0.480\ \text{g}$ sample of a volatile liquid fully vaporises to give $150\ \text{mL}$ of gas at $400\ \text{K}$ and $1.00\times10^{5}\ \text{Pa}$.
- a) Calculate the relative molecular mass.
- b) The compound is a hydrocarbon. Deduce its molecular formula, given that it has a molecular mass close to your answer and contains only C and H.
- c) Explain why the result is only an approximation of the true value for a real gas.