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A positron of 1 MeV collides with an electron of 1 MeV and gets annihilated and the reaction produces two gamma-ray photons. If the effective mass of each photon is 0.0016 amu, then the energy of each γ -ray photon is about 

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Important Questions on Nuclear Physics

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IMPORTANT
If mass of the fissionable material is less than the critical mass, then,
EASY
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IMPORTANT
The value of binding energy for H21, He42, Fe5626, 92U235 are 2.22, 28.3, 492 and 1786 units, respectively. Then, the most stable nucleus is,
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The binding energies per nucleon of deuteron and α -particle are x1 and x2, respectively. Then, the energy released in the following reaction will be,1H2+1H2=He42+Q
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If the mass of proton=1.008 amu and mass of neutron=1.009 amu then binding energy per nucleon for Be94 (mass=9.012 amu) would be
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IMPORTANT

An electron-positron pair (rest mass of each particle=0.51 MeV) is produced by a γ-ray photon of energy 2.42 MeV. The K.E. imparted to each of the charged particles shall be

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In the following reaction, a proton bombards a lithium nucleus at rest producing two α-particles:
Li73+H112 He42.
The total rest mass of the products is less than the total rest mass of the reactants by 0.01864 atomic mass unit (amu). By mass-energy conversion formula, 1 amu=931 MeV approximately. This means that,
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The radius of the first (n=1) orbit in Bohr's model of hydrogen atom is 0.53×10-10 m (Planck's constant, h=6.63×10-34 J s, mass of electron=9.11×10-31 kg). The speed of the electron in this orbit is approximately,
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IMPORTANT
A nucleus has a half-life of 30 minutes. At 3 PM, its decay rate was measured as 120,000 counts sec-1. What will be the decay rate at 5 PM?