Kinetic Theory & Ideal Gases (Edexcel International A Level Physics)

Topic Questions

1a
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3 marks

A weather balloon takes scientific equipment high into the atmosphere to monitor atmospheric conditions.

A weather balloon is filled with hydrogen at a temperature of 22.5 °C and a pressure of 1.02 × 105 Pa. The volume of the balloon is 7.50 m3.

The balloon rises through the atmosphere to a maximum height. At the maximum height, the temperature of the hydrogen in the balloon is –48.0 °C and the pressure of the hydrogen in the balloon is 8.40 × 104 Pa.

Calculate the volume of the balloon at the maximum height.





Volume of balloon = ..............................

1b
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2 marks

Calculate the decrease in the mean kinetic energy of a hydrogen molecule in the balloon as the balloon rises to the maximum height.




Decrease in mean kinetic energy = ..............................

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2a
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3 marks

Natural gas produced from landfill consists of a mixture of methane and carbon dioxide gases.

At a temperature of 20.0°C and a pressure of 1.01 × 105 Pa the volume occupied by 1 mole of carbon dioxide is 0.0241 m3.

Show that the number of molecules in 1 mole of carbon dioxide is about 6.0 × 1023.

2b
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3 marks

In a sample of natural gas, the r.m.s. velocity of the carbon dioxide molecules is 60.5% of the r.m.s. velocity of the methane molecules.

straight r. straight m. straight s. space velocity space equals space square root of open angle brackets straight c squared close angle brackets end root

Deduce space the space ratio space fraction numerator mass space of space carbon space dioxide space molecule over denominator mass space of space methane space molecule end fraction.



fraction numerator mass space of space carbon space dioxide space molecule over denominator mass space of space methane space molecule end fraction space equals space...............................

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3a
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4 marks

The school apparatus shown is used to demonstrate a gas law.

q11-wph15-05-june-2021-edexcel-int-as-and-a-level-phy

Air is trapped in a glass tube of uniform cross-sectional area. A pump forces oil into the base of the glass tube. This forces the air into a smaller volume. The pressure of the trapped air is displayed on the pressure gauge.

The pressure of the trapped air increases when the air is forced into a smaller volume.

Explain why, using ideas of molecular motion.

3b
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2 marks

The apparatus is used in a laboratory where the temperature is 293 K.
When the air occupies a volume of 2.43 × 10−3 m3 the reading on the pressure gauge is 1.05 × 105 Pa.
Calculate the number of molecules of air trapped in the glass tube.





Number of molecules of air = ......................................

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