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Physics Chapter 14 : Topic 3
Antiparticles
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An antiparticle is a particle that has:
Reasoning: An antiparticle has identical mass to its particle but its electric charge and other quantum properties are opposite.
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The antiparticle of an electron is:
Reasoning: A positron is the antiparticle of an electron because it has the same mass but opposite charge.
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Which property of an electron and positron is the same?
Reasoning: Electron and positron have equal masses, but their charges are opposite.
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The charge of a positron is:
Reasoning: A positron has the same charge magnitude as an electron but with positive sign.
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Which statement correctly compares an electron and a positron?
Reasoning: Antiparticles have the same mass as their corresponding particles but opposite charge.
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If an electron has charge $\mathbf{- \ e}$, the charge of its antiparticle will be:
Reasoning: The antiparticle has the same mass but opposite charge, so electron’s antiparticle has charge $\mathbf{+ \ e}$.
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A particle and its antiparticle have:
Reasoning: The defining feature of antiparticles is equal mass and opposite charge.
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The positron can be described as:
Reasoning: A positron is identical to an electron in mass but carries positive charge.
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The mass of a positron compared with an electron is:
Reasoning: Antiparticles have the same rest mass as their corresponding particles.
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When an electron meets a positron, they may:
Reasoning: Electron-positron annihilation converts their mass into energy, often producing photons.
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Which pair represents a particle and its antiparticle?
Reasoning: A positron is the antiparticle of an electron.
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The main difference between an electron and positron is their:
Reasoning: Electron and positron have the same mass but opposite electric charges.
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If the electron has a mass of $\mathbf{9.11 \times}\mathbf{10}^{\mathbf{- 31}}\mathbf{\ kg}$, the mass of a positron is approximately:
Reasoning: The positron has the same rest mass as the electron.
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Which quantity is reversed when a particle changes into its antiparticle?
Reasoning: The electric charge changes sign, while mass remains unchanged.
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A particle has the same mass as an electron but carries a positive charge. It is:
Reasoning: A positron is the electron’s antiparticle with identical mass and positive charge.
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Which statement about antiparticles is NOT correct?
Reasoning: Antiparticles may have opposite charges; they are not necessarily neutral.
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If a positron and an electron have equal masses, then their kinetic energies at the same speed are:
Reasoning: Kinetic energy depends on mass and speed, not charge. Equal masses moving at the same speed have equal kinetic energies.
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The symbol of a positron is commonly written as:
Reasoning: A positron is represented as $\mathbf{e}^{\mathbf{+}}$ because it is an electron with positive charge.
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A particle and its antiparticle can be distinguished mainly by comparing their:
Reasoning: Antiparticles have the same mass but opposite charge and other reversed quantum properties.
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Which statement explains why a positron is not a proton?
Reasoning: Although both proton and positron are positively charged, their masses are very different.
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An electron and positron are released from rest in an electric field. They will:
Reasoning: Opposite charges experience forces in opposite directions.
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Which pair has identical mass but opposite electric charge?
Reasoning: Electron and positron are antiparticle pairs.
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If the charge of an electron is represented by $\mathbf{- \ e}$, then the charge of a positron is:
Reasoning: The positron has equal magnitude but opposite sign of charge.
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Antimatter differs from ordinary matter mainly because:
Reasoning: Antimatter consists of antiparticles with opposite charges to normal particles.
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Which observation provides evidence for the existence of positrons?
Reasoning: Positrons were identified as particles with electron-like mass but positive charge.
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The rest mass of an antiparticle compared with its corresponding particle is:
Reasoning: Equal rest mass is a defining property of particle-antiparticle pairs.
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Which of the following correctly represents an electron-positron pair?
Reasoning: Electron $\mathbf{(}\mathbf{e}^{\mathbf{-}}\mathbf{)}$ and positron $\mathbf{(}\mathbf{e}^{\mathbf{+}}\mathbf{)}$ are antiparticles.
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A positron has the same mass as an electron because:
Reasoning: Particle-antiparticle pairs have identical masses by definition.
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Which change occurs during electron-positron annihilation?
Reasoning: When particles and antiparticles annihilate, their rest mass is converted into energy.
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A scientist discovers a particle with the same mass as an electron but charge $\mathbf{+ \ 1.6 \times}\mathbf{10}^{\mathbf{- 19}}\mathbf{\ C}$. The particle is most likely:
Reasoning: A particle with electron mass and positive elementary charge is a positron.
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