top of page

Gaseous Volume Exam Question (MCQ)

  • Sep 17, 2019
  • 2 min read

Updated: 6 days ago

Prefer to watch rather than read?

This video works through a multiple-choice gaseous volume question using simple mole ratios and Avogadro's law.




Many A-Level Chemistry students understand balancing equations but become confused when gases are measured in cm³ rather than moles.


Fortunately, at the same temperature and pressure, gas volumes react in exactly the same ratio as the balanced equation.


This makes many gaseous volume questions much quicker than students expect.


Exam Question


30 cm³ of xenon reacts with 20 cm³ of fluorine to form xenon fluoride.

What volume of gas remains at the end of the reaction?









Step 1 – Write the balanced equation

Xe + F₂ → XeF₂

This tells us the reacting gas volumes are in the ratio:

1 : 1


Step 2 – Identify the limiting reagent

30 cm³ Xe would require: 30 cm³ F₂


Only 20 cm³ F₂ is available.


Fluorine is the limiting reagent and therefore no Fluorine remains.


Step 3 – Calculate how much xenon reacts


20 cm³ F₂ reacts with:20 cm³ Xe


Step 4 – Calculate the amount of Xe gas remaining


Started with: 30 cm³ Xe

Reacted: 20 cm³ Xe

Remaining: 10 cm³ Xe


Answer

10 cm³ of xenon remains.


Step 4 – Calculate the amount of XeF formed


1:1 ratio with Fluorine


Therefore 20 cm³ XeF₂ formed


Step 5 – Calculate the total mount of gas


10 cm³ of xenon + 20 cm³ XeF₂ = 30 cm³


Exam Tip

Whenever a gaseous volume question states that gases are measured at the same temperature and pressure, you can compare gas volumes directly using the balanced equation.


There is no need to convert cm³ into moles first.


Free OCR A-Level Chemistry Guides

Download my free OCR Chemistry guides:


Year 12 Students:

4 Mistakes That Cause Strong GCSE Students To Struggle In Year 12 Chemistry


Year 13 Students:

4 Mistakes Keeping Capable OCR Chemistry Students Stuck At Grade B Or Below


Related A-Level Chemistry Revision Guides






OCR Chemistry Mastery

OCR Chemistry Mastery helps Year 12 and Year 13 students improve confidence, strengthen exam technique and achieve higher grades through structured weekly support.



 
 
bottom of page