Q1 Convert energy in MeV corresponding to a mass 1 atomic mass unit (amu). Q2 Calculate...

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Q1 Convert energy in MeV corresponding to a mass 1 atomic mass unit (amu). Q2 Calculate the mass of a "Ni nucleus in kilograms. Q3 Use appropriate equations to calculate the nuclear radius in case of Au nucleus. 04 A heavy nucleus (Z, A) is symmetrically broken into two lighter nuclei. What is the expression of energy release in terms of B.E. equation? Hint: Symmetrically broken means a nucleus of Z, A breaks into two nuclei with Z/2, A/2. Calculate energy release from the following equation Erelease = B.E. (Z, A) 2 B.E. Now use the binding energy equation to calculate the release energy. (Z/2, A/2). Q5 Calculate binding energies of the following isobars and their binding energy per nucleon: 28 Nis4= 63.9280; Cu = 63.9298; Zn = 63.9292. Assume, Mn = 1.009 amu and Mp = 1.008 amu Q1 Convert energy in MeV corresponding to a mass 1 atomic mass unit (amu). Q2 Calculate the mass of a "Ni nucleus in kilograms. Q3 Use appropriate equations to calculate the nuclear radius in case of Au nucleus. 04 A heavy nucleus (Z, A) is symmetrically broken into two lighter nuclei. What is the expression of energy release in terms of B.E. equation? Hint: Symmetrically broken means a nucleus of Z, A breaks into two nuclei with Z/2, A/2. Calculate energy release from the following equation Erelease = B.E. (Z, A) 2 B.E. Now use the binding energy equation to calculate the release energy. (Z/2, A/2). Q5 Calculate binding energies of the following isobars and their binding energy per nucleon: 28 Nis4= 63.9280; Cu = 63.9298; Zn = 63.9292. Assume, Mn = 1.009 amu and Mp = 1.008 amu

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Answer C P1 Q1 R1 S4 Explanation The detailed exp... View the full answer