363792 In the process of nuclear fission of 1 gram uranium, the mass lost is 0.92 milligram. The efficiency of power house run by the fission reactor is \({10 \%}\). To obtain 400-megawatt power from the power house, how much uranium will be required per hour? \({\left(c=3 \times 10^{8} {~m} / {s}\right)}\)
363792 In the process of nuclear fission of 1 gram uranium, the mass lost is 0.92 milligram. The efficiency of power house run by the fission reactor is \({10 \%}\). To obtain 400-megawatt power from the power house, how much uranium will be required per hour? \({\left(c=3 \times 10^{8} {~m} / {s}\right)}\)
363792 In the process of nuclear fission of 1 gram uranium, the mass lost is 0.92 milligram. The efficiency of power house run by the fission reactor is \({10 \%}\). To obtain 400-megawatt power from the power house, how much uranium will be required per hour? \({\left(c=3 \times 10^{8} {~m} / {s}\right)}\)
363792 In the process of nuclear fission of 1 gram uranium, the mass lost is 0.92 milligram. The efficiency of power house run by the fission reactor is \({10 \%}\). To obtain 400-megawatt power from the power house, how much uranium will be required per hour? \({\left(c=3 \times 10^{8} {~m} / {s}\right)}\)