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Particle model of matter

From Paper 1, Higher
32 marks
Calculate the density of an object with mass 540 g and volume 200 cm³.
From Paper 1, Higher
72 marks
Calculate the density of an object with mass 2.7 kg and volume 0.001 m³.
From Paper 1, Higher
116 marks
Describe how to measure the density of an irregular stone.
From Paper 1, Higher
152 marks
Calculate the energy needed to change the state of 0.5 kg of a substance with specific latent heat 334,000 J/kg.
From Paper 1, Higher
192 marks
Calculate the energy needed to change the state of 0.2 kg of a substance with specific latent heat 2,260,000 J/kg.
From Paper 1, Higher
233 marks
Explain why the temperature of ice stays at 0 °C while it is melting, even though energy is being supplied.
From Paper 1, Higher
273 marks
Use the particle model to explain why the pressure of a gas increases when it is heated in a sealed container.
From Paper 1, Higher
313 marks
A gas at 100 kPa has volume 3.0 m³. It is compressed (or expands) at constant temperature to 1.5 m³. Calculate the new pressure.
From Paper 1, Higher
353 marks
A gas at 120 kPa has volume 2.0 m³. It is compressed (or expands) at constant temperature to 5.0 m³. Calculate the new pressure.
Score 0 / 26 · 0 of 9 marked

This paper is written by Plasmo in the style of the AQA GCSE Physics exam. It is not a past paper and is not produced or endorsed by the exam board.

Particle model of matter Exam Questions: AQA GCSE Physics | Plasmo