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The energy equivalent of 5 g of a substance is

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Important Questions on Nuclei

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If radius of the A1327l nucleus is taken to be RAl then the radius of Te53125 nucleus is nearly
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The energy equivalent to a substance of mass 1 g is

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The energy equivalent of 1 g of a substance is
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The mass number of an iodine nucleus and a polonium nucleus is 125 and 216 respectively. The ratio of radius of iodine nucleus to that of polonium nucleus is
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The energy equivalent of 0.5 g of a substance is:
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X-rays are incident on a target metal atom having 30 neutrons. The ratio of the atomic radius of the target atom and He24 is 1413. The atomic number of the target atom is
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Find the energy equivalent of one atomic mass unit in Joules and in MeV.
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Ratio of density of nuclear matter to density of water is at least R0=1.2×10-15 m & mp=mn=1.67×10-27 kg 
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In a process, certain amount of mass gets converted into energy. Let all the energy so converted be in the form of photons. If 700×1012 Hz is the mean frequency of the photons and if there are approximately 1030 photons, what is the approximate mass that is converted into photons? (Assume h=6.6×10-34 J s, c=3×108 m s-1)
HARD
The nuclear radius is given by R=r0A1/3, where r0 is constant and A is the atomic mass number. Then, the nuclear mass density of U238 is
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The nuclear radius of Al1327 is 3.6 fermi. Find the nuclear radius of Cu2964.
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Imagine that a reactor converts all the given mass into energy and that it operates at a power level of 109 Watt . The mass of the fuel consumed per hour, in the reactor, will be:
(velocity of light, c is 3×10m s-1)
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Initial mass of Po21884 is 1 gram. After what time 0.875 gram of it will be disintegrated? T12=3 minutes

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If radius of the  1327A nucleus is taken to be RA, then the radius of 53125Te nucleus is:
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How is the nuclear radius related to the mass number? obtain approximately the ratio of nuclear radii of gold isotope Au79197 and sliver isotope Ag47107.
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The nuclear radius is of the order of
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Write Einstein's mass-energy relation.
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The radius R of a nucleus of mass number A can be estimated by the formula R=1.3×10-15A1/3m. It follows that the mass density of a nucleus is of the order of: MprotMneut 1.67×10-27 kg
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A particle of rest mass m0 is travelling, so that its total energy is twice its rest mass energy. It collides with another stationary particle of rest mass m0 to form a new particle. What is the rest mass of the new particle?