Particles & Antiparticles

Particles & Antiparticles

The relationship between particles and their corresponding antiparticles Comparing mass, charge and rest energy of particles and antiparticles Identifying the antiparticles of the electron, proton, neutron and neutrino Applying rest energy values in MeV to annihilation and pair production contexts

A-Level Physics AQA 15 questions 18 mins

Preview Questions

Q1. A ____ is the antiparticle of the electron, having the same mass but ____ charge.

Fill In Blanks · 2 points

  • · positron
  • · opposite
  • · greater
  • · antiproton
  • · equal
  • · neutrino

Q2. Which of the following correctly pairs each particle with its antiparticle?

Multiple Choice · 1 point

  • · Electron - antineutron, proton - positron
  • · Electron - positron, proton - antiproton
  • · Neutron - antineutrino, electron - antiproton
  • · Proton - antineutron, neutrino - positron

Q3. How does the rest energy of an antiproton compare to that of a proton?

Multiple Choice · 1 point

  • · It is double that of the proton
  • · It is half that of the proton
  • · It is equal to that of the proton
  • · It depends on the speed of the antiproton

Q4. Which of the following correctly gives the charge of an antineutron?

Multiple Choice · 1 point

  • · +1
  • · -1
  • · 0
  • · +2

Q5. Which of the following statements about a particle and its antiparticle is always true?

Multiple Choice · 1 point

  • · They have opposite masses and opposite charges
  • · They have the same mass and the same charge
  • · They have the same mass but opposite charges
  • · They have different rest energies but the same charge

Q6. Which of the following is the antiparticle of the electron antineutrino?

Multiple Choice · 1 point

  • · Positron
  • · Antiproton
  • · Electron neutrino
  • · Antineutron

Q7. An antiproton has a rest energy of 938.3 MeV. What is the charge of an antiproton in SI units?

Multiple Choice · 1 point

  • · 0 C
  • · +1.6 × 10⁻¹⁹ C
  • · -1.6 × 10⁻¹⁹ C
  • · +3.2 × 10⁻¹⁹ C

Q8. Which of the following correctly describes the antineutron?

Multiple Choice · 1 point

  • · Same mass as the neutron, charge of -1
  • · Same mass as the neutron, charge of 0
  • · Greater mass than the neutron, charge of 0
  • · Same mass as the neutron, charge of +1

Q9. A proton has a rest energy of approximately 938.3 MeV. What is the minimum total photon energy required to produce a proton-antiproton pair?

Multiple Choice · 1 point

  • · 938.3 MeV
  • · 469.2 MeV
  • · 1876.6 MeV
  • · 3753.2 MeV

Q10. A proton-antiproton pair annihilate at rest. Each has a rest energy of 938.3 MeV. What is the energy of each photon produced?

Multiple Choice · 1 point

  • · 1876.6 MeV
  • · 469.2 MeV
  • · 938.3 MeV
  • · 3753.2 MeV

Q11. Which of the following correctly explains why a neutron and antineutron are considered distinct particles despite both having zero charge?

Multiple Choice · 1 point

  • · They have different masses
  • · They have different rest energies
  • · They are composed of different combinations of quarks and antiquarks
  • · They interact differently with the electromagnetic force

Q12. Which of the following is emitted alongside a positron in β⁺ decay?

Multiple Choice · 1 point

  • · Electron antineutrino
  • · Electron neutrino
  • · Antiproton
  • · Antineutron

Q13. The rest energy of an electron is 0.511 MeV. Which of the following correctly gives the rest energy of a positron?

Multiple Choice · 1 point

  • · 0 MeV, since the positron has no rest mass
  • · 1.022 MeV, double that of the electron
  • · 0.511 MeV
  • · 0.256 MeV, half that of the electron

Q14. Put the following particles in order from smallest to largest rest energy.

Ordering · 2 points

  • 1. Electron neutrino (approximately 0 MeV)
  • 2. Electron / positron (0.511 MeV)
  • 3. Proton / antiproton (938.3 MeV)
  • 4. Neutron / antineutron (939.6 MeV)

Q15. Put the following statements in order to explain what happens when a particle meets its antiparticle.

Ordering · 2 points

  • 1. A particle and its antiparticle come into contact
  • 2. Both particles are annihilated and cease to exist
  • 3. Their combined rest energy is converted entirely into photon energy
  • 4. Two photons are produced travelling in opposite directions to conserve momentum

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