The amount of `U^(235)` to be fissioned to operate 10 kW nuclear reactor is

When ._(92)U^(235)U undergoes fission. About 0.1% of the original mass is converted into energy. Then the amount of ._(92)U^(235) should undergo fission per day in a nuclear reactor so that it provides energy of 200 mega watt electric power is

200 MeV of energy is released when an atom of ""_(92)U^(235) undergoes nuclear fission. A nuclear reactor using ""_(92)U^(235) has an output of 800 MW. How many uranium atoms does it consume in one day? What mass of uranium does it consume each day?

In a nuclear reaction ^(235)U undergoes fission liberating 200 MeV energy . The reactor has a 10 % efficiency and produces 1000 MW power . If the reactor is to function for 10 year . Find the total mass of required .

In a nuclear reactor, U^(235) undergoes fission libertaing 200 MeV of energy. The reactor has a 10% efficiency and produces 1000 MW power. If the reactor is to function for 10 years, find the total mass of urnaium needed.

In a nuclear reactor, ""^(235)U undergoes fission liberating 200 MeV of energy. The reactor has a 10% efficiency and produces 1000 MW power. If the reactor is to function for 10 years, find the total mass of uranium required.

A reactor is generating 1000 kW of power and 200 MeV of energy may be obtained per fission of U^235 The rate of nuclear fission in the reactor is

A reactor is generating 1000 kW of power and 200 MeV of energy may be obtained per fission of U^235 The rate of nuclear fission in the reactor is

Energy released in the fission of a single ""_92U^235 nucleus is 200 MeV . What is the fission rate of a ""_92U^235 filled nuclear reactor operating at a power level of 500 MW ?

In a nuclear reactor .^235U undergoes fission liberating 200 MeV of energy. The reactor has a 10% efficiency and produces 1000 MW power. If the reactor is to function for 10 yr , find the total mass of uranium required.

In a nuclear reactor ^235U undergoes fission liberating 200 MeV of energy. The reactor has a 10% efficiency and produces 1000 MW power. If the reactor is to function for 10 yr, find the total mass of uranium required.