Lesson 3.8.1.6
3.8.1.6 Mass and energy Quiz: AQA Physics, Unit 8
20 questions
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Lesson 3.8.1.6, Mass and energy: 20 multiple choice questions for the AQA Physics (7408), Unit 8: Nuclear physics (A-level only), written with Revision Ninja.
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The 20 questions
-
Which statement about E = mc^2 is correct?
- Mass is always conserved, so the equation applies only to chemical reactions
- It applies only to particles at rest
- It applies to every energy change, so mass changes accompany any energy transfer
- It applies only to nuclear reactions and not to chemical reactions
-
What is the energy equivalent of one atomic mass unit?
- 9.315 MeV
- 1.66 MeV
- 931.5 keV
- 931.5 MeV
-
What is nuclear binding energy?
- the energy needed to separate a nucleus completely into its individual nucleons
- the energy released when a nucleus absorbs a neutron
- the energy of the photon emitted when the nucleus decays
- the kinetic energy of the nucleons inside the nucleus
-
Why do both fission of heavy nuclei and fusion of light nuclei release energy?
- the products have a higher average binding energy per nucleon than the original nuclei
- fusion releases energy because the products are lighter than the reactants
- fission releases energy because the products are heavier, while fusion absorbs energy
- the products have a lower binding energy per nucleon than the original nuclei
-
A deuteron has a mass of 2.01355 u. A proton of 1.00728 u and a neutron of 1.00866 u combine to form it. What is the binding energy? Use 1 u = 931.5 MeV.
- 0.0024 MeV
- 931 MeV
- 2.2 MeV
- 22 MeV
-
The mass defect of a nucleus is 0.200 u. How much energy is equivalent to this mass defect?
- 18.6 MeV
- 931.5 MeV
- 186 MeV
- 0.2 MeV
-
A fission reaction releases 200 MeV. What mass is equivalent to this energy?
- 0.0215 u
- 0.215 u
- 186 u
- 2.15 u
-
Deuterium-tritium fusion releases 17.6 MeV. What mass is equivalent to this energy?
- 0.189 u
- 0.0189 u
- 0.00189 u
- 1.89 u
-
Which nuclei have the highest average binding energy per nucleon?
- only nuclei with nucleon number near 200
- the heaviest nuclei, such as uranium-238
- nuclei near iron-56, around nucleon number 56
- the lightest nuclei, such as hydrogen
-
How much energy is released if 1.0 kg of mass is completely converted to energy? Use c = 3.0 x 10^8 m/s.
- 9.0 x 10^16 J
- 3.0 x 10^8 J
- 9.0 x 10^12 J
- 9.0 x 10^8 J
-
What is the energy equivalent of 1.0 mg of mass? Use c = 3.0 x 10^8 m/s.
- 9.0 x 10^13 J
- 9.0 x 10^7 J
- 9.0 x 10^10 J
- 9.0 x 10^4 J
-
Radium-226 alpha decay involves a mass decrease of 0.0059 u. What energy is released?
- 5.5 MeV
- 9.3 MeV
- 55 MeV
- 0.0059 MeV
-
A proton and a neutron combine to form a deuteron, releasing 2.2 MeV. Which statement is correct?
- The deuteron loses 2.2 u of mass in forming
- The deuteron has more mass than the separate nucleons, by about 0.0024 u
- The deuteron has less mass than the separate nucleons, by about 0.0024 u
- The deuteron mass equals the sum of the nucleon masses, so no energy is released
-
A reactor produces 1 GW of thermal power for one day. About what mass is converted to energy? Use c = 3.0 x 10^8 m/s.
- 0.096 g
- 9.6 g
- 96 g
- 0.96 g
-
Four hydrogen nuclei fuse to form helium-4, with a mass decrease of 0.0287 u. What energy is released?
- 2.87 MeV
- 0.0287 MeV
- 26.7 MeV
- 267 MeV
-
A mass difference of 0.0010 u is converted to energy. What is the energy?
- 0.093 MeV
- 0.93 MeV
- 9.3 MeV
- 93 MeV
-
Why does the total mass of the products of a fission reaction end up smaller than the mass of the original nucleus?
- mass increases because neutrons are added to the nucleus
- mass is converted into kinetic energy and radiation, so the products have less total mass
- mass is destroyed completely, leaving no products
- mass changes only in fusion, not in fission
-
Fission of one uranium-235 nucleus releases about 200 MeV. What is the energy released per nucleon, to two significant figures?
- 8.5 MeV
- 2.0 MeV
- 0.85 MeV
- 0.085 MeV
-
The binding energy of deuterium is 2.2 MeV. What is the average binding energy per nucleon?
- 2.2 MeV
- 4.4 MeV
- 0.55 MeV
- 1.1 MeV
-
Why does fusion of light nuclei release energy, using the binding energy per nucleon curve?
- the nucleons are heavier after fusion, so energy is released
- the fused nucleus has a lower average binding energy per nucleon, so energy is released
- the electrons carry the released energy away from the nucleus
- the fused nucleus has a higher average binding energy per nucleon, so the difference is released
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