In a neutron induced fission of `_92U^235` nucleus, usable energy of 185 MeV is released. If `_92U^235` reactor is continuously operating it at a power level of 100 MW power, how long will it take for 1 kg of uranium to be consumed in this reactor?

About 185 MeV of usable energy is released is the neutron induced fissioning of a ""_(92)^(235)U nucleus. If the reactor using ""_(92)^(235)U as fuel continuously generates 100 MW of power, how long will it take for 1 kg of the uranium to be used up?

Energy released in the fission of a single ._92 U^235 nucleus is 200 MeV . The fission rate of a ._92 U^235 fuelled reactor operating at a power level of 5 W is.

Energy released in the fission of a single ._92 U^235 nucleus is 200 MeV . The fission rate of a ._92 U^235 fuelled reactor operating at a power level of 5 W is.

Energy released in the fission of a single _92^235 U nucleus is 200 MeV. The fission rate of a _92^235U fuelled reactor operating at a power level of 5 kilowatt.

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 each fission of U^235 , 200 MeV of energy is released. If a reactor produces 100MW power the rate of fission in it will be