Find the amount of energy released in kWh when 1 g of Uranium atoms 92 – InterviewSolution

1.	Find the amount of energy released in kWh when 1 g of Uranium atoms 92U235 (235.0439 amu) undergoes fission by slow neutron (1.0087 amu) and is split into Krypton 36Kr92 (91.8973 amu) and Barium 56Br141 (140.9139 amu) (assuming no energy is lost).[1amu c2=931.5 MeV].
Answer» Find the amount of energy released in $kWh$ when $1 g$ of Uranium atoms $_{92} U^{235} (235.0439$ $amu)$ undergoes fission by slow neutron $(1.0087 amu)$ and is split into Krypton $_{36} K r^{92} (91.8973 amu)$ and Barium $_{56} B r^{141} (140.9139 amu)$ (assuming no energy is lost). $[1 amu c^{2} = 931.5 MeV]$ .

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