Quantrex Quantrex AcademyJEE · NEET · NDA PYQs with solutions Open app
Concepts Of Physics MCQ Edition [Volume 2]PhysicsThe Nucleus

The mass number of an atomic nucleus is

Options

  1. Aalways equal to its atomic number
  2. Balways larger than its atomic number
  3. Calways smaller than its atomic number
  4. Dsometimes larger than and sometimes equal to its atomic number

Correct answer

D. sometimes larger than and sometimes equal to its atomic number

Step-by-step solution

The mass number A of an atomic nucleus is the sum of the number of protons Z (atomic number) and the number of neutrons N . This gives the relation A = Z + N . For an ordinary hydrogen nucleus ( ¹H ), there are no neutrons ( N = 0 ), so its mass number is equal to its atomic number ( A = Z = 1 ). For all other atomic nuclei, there is at least one neutron ( N > 0 ), making the mass number strictly greater than the atomic number ( A > Z ). Therefore, the mass number is sometimes larger than and sometimes equal to its

Practice The Nucleus on Quantrex Academy →

More from The Nucleus

A neutron star possesses a density equivalent to that of nuclear matter. Assuming the star is spherical, determine the radius of a neutron star with a mass of 4.0 10³⁰ kg (twice thDetermine the amount of energy released during the reaction given below: ⁷ Li + p + . The atomic mass of ⁷ Li is 7.0160 u and that of ⁴ He is 4.0026 u .Determine the binding energy per nucleon of ¹⁹⁷₇₉ Au , given that its atomic mass is 196.96 u .Compute the energy released if an -particle is emitted by ²³⁸ U . The atomic masses of ²³⁸ U , ²³⁴ Th , and ⁴ He are 238.0508 u , 234.04363 u , and 4.00260 u respectively.Suppose that the mass of a nucleus is roughly given by M = A m_p , where A represents the mass number. Estimate the density of matter inside a nucleus in kg m ⁻³ , and determine thDetermine the mass of an -particle, given that its binding energy is 28.2 MeV .Compute the energy that needs to be supplied to ²³⁸ U in order for two protons and two neutrons to be emitted one by one. The atomic masses of ²³⁸ U , ²³⁴ Th , and ⁴ He are 238.050Calculate the energy released in the nuclear reaction ²²³ Ra ²⁰⁹ Pb + ¹⁴ C . The necessary atomic masses are provided below. ²²³ Ra ²⁰⁹ Pb ¹⁴ C 223.018 u 208.981 u 14.003 u Full The Nucleus list All Concepts Of Physics MCQ Edition [Volume 2] PYQs