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Is it possible that a nucleus has negati...

Is it possible that a nucleus has negative mass defect?

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To determine whether a nucleus can have a negative mass defect, we need to understand what mass defect is and its implications in nuclear physics. Here’s a step-by-step breakdown of the solution: ### Step 1: Define Mass Defect Mass defect is defined as the difference between the mass of a nucleus and the sum of the individual masses of its constituent protons and neutrons. It can be expressed mathematically as: \[ \text{Mass Defect} (\Delta M) = \text{(Total mass of individual nucleons)} - \text{(Mass of the nucleus)} \] ### Step 2: Understand Binding Energy The mass defect is closely related to the binding energy of the nucleus, which is the energy required to disassemble the nucleus into its individual nucleons. According to Einstein's mass-energy equivalence principle, this relationship can be expressed as: ...
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Define mass defect.

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Knowledge Check

  • The nucleus has

    A
    One membrane with pores
    B
    Two membrane with pores
    C
    Two membranes with pores through which substances do not pass
    D
    Two membranes with pores through which macromolecules may pass
  • Mass defect is

    A
    Mass of nucleons – Mass of nucleus
    B
    Mass of nucleus – Mass of nucleons
    C
    Mass of proton – Mass of neutron
    D
    Mass of neutron – Mass of proton
  • Mass defect in the nuclear reactions may be expressed in terms of the atomic masses of the parent and daughter nuclides in place of their nuclear masses. The mass defect of the nuclear reaction: ._(5)B^(8) rarr ._(4)Be^(8)+e^(+) is

    A
    `Deltam=at` mass of `._(5)B^(8)-at` mass of `._(4)Be^(8)`
    B
    `Deltam=at` mass of `._(5)B^(8)-at` mass of `._(4 )Be^(8)-` mass of one electron
    C
    `Deltam=at` mass of `._(5)B^(8)-at` mass of `._(4)Be^(8)+` mass of one electron
    D
    `Deltam=at` mass of `._(5)B^(8)-at` mass of `._(4)Be^(8)-` mass of two electrons
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