Composition and properties of nucleus, mass defect and binding energy - Question Bank

1. The binding energy of a nucleus is the energy that would be required to completely separate its nucleons. If this energy is high, it means:
A) The nucleus is easily broken apart.
B) The nucleus is strongly bound and difficult to break apart.
C) The nucleus is radioactive.
D) The nucleus has a large mass defect.
2. A nucleus with a low binding energy per nucleon is generally:
A) More stable than one with high binding energy per nucleon.
B) Less stable than one with high binding energy per nucleon.
C) As stable as one with high binding energy per nucleon.
D) Unstable regardless of binding energy.
3. The nucleus of an atom is held together by the strong nuclear force, which overcomes the electrostatic repulsion between protons. This binding is quantified by:
A) Ionization energy
B) Electron affinity
C) Binding energy
D) Work function
4. The term 'mass defect' implies that mass is converted into energy during nuclear formation. This is a demonstration of:
A) Conservation of mass
B) Conservation of energy
C) Mass-energy equivalence
D) Conservation of nucleons
5. Which phenomenon is directly explained by the concept of binding energy and mass defect?
A) The photoelectric effect
B) The emission spectrum of hydrogen
C) Nuclear fission and fusion
D) The behavior of semiconductors
6. The binding energy of a nucleus is equivalent to the energy released when that nucleus is formed from its constituent nucleons. This implies:
A) The nucleus is in a higher energy state than its constituents.
B) The nucleus is in a lower energy state than its constituents.
C) The energy of the nucleus is independent of its constituents.
D) The nucleus has no internal energy.
7. If the mass of a nucleus is exactly equal to the sum of the masses of its individual protons and neutrons, its mass defect is:
A) Positive
B) Negative
C) Zero
D) Infinite
8. The mass of a nucleus is slightly less than the sum of the masses of its constituent nucleons due to:
A) Relativistic effects
B) The strong nuclear force binding them
C) The weak nuclear force
D) The presence of electrons
9. The strong nuclear force has a property that it is:
A) Long-range and repulsive
B) Short-range and attractive
C) Long-range and attractive
D) Short-range and repulsive
10. The binding energy per nucleon for Uranium-238 is approximately 7.6 MeV. If it undergoes fission into two medium-sized nuclei, each with a binding energy per nucleon of about 8.5 MeV, what can be concluded?
A) Energy is absorbed.
B) Energy is released.
C) No energy change occurs.
D) The process is energetically unfavorable.
11. Which of the following is a common unit for binding energy in nuclear physics?
A) Joule (J)
B) Electronvolt (eV)
C) Kilowatt-hour (kWh)
D) Calorie (cal)
12. The concept of mass defect is crucial for understanding:
A) Chemical reactions
B) Nuclear reactions
C) Electrical circuits
D) Thermodynamics
13. If a nucleus has mass number A=16 and atomic number Z=8, how many neutrons does it have?
A) 8
B) 16
C) 24
D) 4
14. The number of neutrons in a nucleus is given by:
A) A - Z
B) A + Z
C) Z - A
D) A * Z
15. Which of the following statements about nuclear binding energy is true?
A) It is the energy required to separate a nucleus into its constituent nucleons.
B) It is always a positive quantity.
C) It is equal to the mass defect multiplied by c².
D) It is the energy released when nucleons form a nucleus.
16. The mass defect of a nucleus is a direct consequence of:
A) Conservation of charge
B) Conservation of energy
C) Conservation of momentum
D) Conservation of angular momentum
17. Which nucleus is the most stable according to the binding energy curve?
A) Hydrogen-1
B) Helium-4
C) Iron-56
D) Uranium-238
18. The binding energy per nucleon curve indicates that energy is released during nuclear reactions where the resulting nuclei have a:
A) Lower binding energy per nucleon than the initial nuclei.
B) Higher binding energy per nucleon than the initial nuclei.
C) Same binding energy per nucleon as the initial nuclei.
D) Zero binding energy.
19. The radius of a nucleus is independent of:
A) Mass number
B) Atomic number
C) Nucleon number
D) Its charge
20. Fission of heavy nuclei into lighter ones (down to iron) results in:
A) Absorption of energy
B) Release of energy
C) No energy change
D) Increase in binding energy per nucleon
21. Fusion of light nuclei into heavier ones (up to iron) results in:
A) Absorption of energy
B) Release of energy
C) No energy change
D) Decrease in binding energy per nucleon
22. Nuclei with mass numbers around 56-62 tend to have the:
A) Lowest binding energy per nucleon
B) Highest binding energy per nucleon
C) Most unstable nuclei
D) Highest mass defect
23. The binding energy of a nucleus is directly related to its:
A) Mass defect
B) Atomic number
C) Mass number
D) Number of electrons
24. What is the approximate mass of a neutron in amu?
A) 1.0073 amu
B) 1.0087 amu
C) 0.00055 amu
D) 1.0 amu
25. What is the approximate mass of a proton in amu?
A) 1.0073 amu
B) 1.0087 amu
C) 0.00055 amu
D) 0.5 amu
26. The atomic number (Z) of a nucleus represents:
A) Number of neutrons
B) Number of electrons
C) Number of protons
D) Total number of nucleons
27. The mass number (A) of a nucleus is the sum of:
A) Number of protons
B) Number of neutrons
C) Number of protons and number of neutrons
D) Number of protons and number of electrons
28. A nucleus with zero mass defect would have:
A) Infinite binding energy
B) Zero binding energy
C) Negative binding energy
D) Unstable nature
29. If a nucleus has Z protons and N neutrons, its mass defect (Δm) is given by:
A) Δm = (Z * m_p + N * m_n) - m_nucleus
B) Δm = m_nucleus - (Z * m_p + N * m_n)
C) Δm = (Z * m_p + N * m_n) + m_nucleus
D) Δm = (m_p + m_n) - m_nucleus
30. The binding energy per nucleon for heavy nuclei (like Uranium) is approximately:
A) 8.5 MeV
B) 7.6 MeV
C) 2.2 MeV
D) 8.7 MeV
31. The binding energy per nucleon for very light nuclei (like Deuterium) is approximately:
A) 2.2 MeV
B) 8.5 MeV
C) 8.7 MeV
D) 1.1 MeV
32. Which of the following is NOT a property of the strong nuclear force?
A) It is attractive.
B) It is short-range.
C) It acts between all pairs of nucleons.
D) It is weaker than the electromagnetic force at very short distances.
33. Binding energy is a measure of:
A) Nuclear instability
B) Nuclear stability
C) Nuclear size
D) Nuclear charge
34. The mass of a nucleus is always less than the sum of the masses of its individual protons and neutrons. This difference is called:
A) Atomic mass
B) Nuclear mass
C) Mass defect
D) Isotopic mass
35. A nucleus is composed of:
A) Protons and electrons
B) Neutrons and electrons
C) Protons and neutrons
D) Only protons
36. What is the approximate value of R₀ in the formula R = R₀ * A^(1/3)?
A) 1.2 meters
B) 1.2 femtometers
C) 1.2 picometers
D) 1.2 angstroms
37. The radius of a nucleus is proportional to:
A) A
B) A^(1/2)
C) A^(1/3)
D) A^(-1/3)
38. The binding energy curve typically shows that binding energy per nucleon is:
A) Constant for all nuclei.
B) Increases with mass number indefinitely.
C) Increases up to a peak around iron and then decreases.
D) Decreases with mass number indefinitely.
39. Which of the following nuclei has the highest binding energy per nucleon?
A) Hydrogen (¹H)
B) Helium (⁴He)
C) Iron (⁵⁶Fe)
D) Uranium (²³⁸U)
40. If the mass defect of a nucleus is 0.01 amu, what is its binding energy in MeV? (1 amu = 931.5 MeV/c²)
A) 9.315 MeV
B) 0.01 MeV
C) 931.5 MeV
D) 9.315 x 10⁻³ MeV
41. The mass of a helium nucleus (⁴He) is approximately 3.999 amu. The mass of two protons is approximately 1.0073 amu each, and the mass of two neutrons is approximately 1.0087 amu each. What is the mass defect of the helium nucleus?
A) 0.0306 amu
B) 0.0232 amu
C) 0.0185 amu
D) 0.0401 amu
42. What does the term 'nucleon' refer to?
A) Only protons
B) Only neutrons
C) Both protons and neutrons
D) Electrons and protons
43. A nucleus with a higher binding energy per nucleon is generally:
A) Less stable
B) More stable
C) Radioactive
D) Unstable
44. According to Einstein's mass-energy equivalence principle, E=mc^2, mass defect is related to binding energy by:
A) Binding Energy = Mass Defect * c^2
B) Binding Energy = Mass Defect / c^2
C) Binding Energy = c^2 / Mass Defect
D) Binding Energy = Mass Defect + c^2
45. The binding energy of a nucleus is:
A) The energy required to break the nucleus into its constituent nucleons.
B) The energy released when nucleons combine to form a nucleus.
C) The energy associated with the electrostatic repulsion between protons.
D) The kinetic energy of the nucleons within the nucleus.
46. What is the unit of mass commonly used in nuclear physics?
A) Kilogram (kg)
B) Gram (g)
C) Atomic mass unit (amu)
D) Pound (lb)
47. Which force is responsible for holding the nucleons together in a nucleus?
A) Gravitational force
B) Electromagnetic force
C) Strong nuclear force
D) Weak nuclear force
48. The mass defect of a nucleus is defined as:
A) The difference between the mass of the nucleus and the total mass of its constituent nucleons.
B) The sum of the masses of the protons and neutrons in the nucleus.
C) The difference between the total mass of the constituent nucleons and the mass of the nucleus.
D) The mass of the electrons orbiting the nucleus.
49. What is the approximate radius of a nucleus with mass number A?
A) R = R0 * A^(1/3)
B) R = R0 * A
C) R = R0 / A^(1/3)
D) R = R0
All Question Banks
E-Book Composition and properties of nucleus, mass defect and binding energy One Line Questions Composition and properties of nucleus, mass defect and binding energy Online Test Composition and properties of nucleus, mass defect and binding energy