Consider the following nuclear reaction, `X^200rarrA^110+B^90+En ergy`
If the binding energy per nucleon for X, A and B are 7.4 MeV, 8.2 MeV and 8.2 MeV respectively, the energy released will be

Consider the nuclear reaction X^(200)toA^(110)+B^(80)+Q . If the binding energy per nucleon for X, A and B are 7.4 MeV, 8.2 MeV and 8.1 MeV respectively, then the energy released in the reaction:

Consider the nuclear reaction X^(200)toA^(110)+B^(80)+10n^(1) . If the binding energy per nucleon for X, A and B are 7.4 MeV, 8.2 MeV and 8.1 MeV respectively, then the energy released in the reaction:

True or False Statements : In the nuclear reaction X^(200) rarr A ^(110)+B^(90) . If the binding energy per nucleon for X, A and B is 7.4 MeV, 8.2.MeV and 8.2 MeV respectively, the energy released is 160 MeV.

Consider the nuclear reaction X^200 to A^110 + B^80 . The binding energy per nucleon for X, A and B are 7.4 MeV, 8.2 MeV and 8.1 MeV respectively. What is the energy released in the nuclear reaction ?

Consider the nuclear reaction X^(200) to A^(110) + B^(9) It the binding energy per nucleon for X,A and B is 7.4 Me V , 8.2 Me V and 8.2 Me V respectively what is the energy released

A nuclear fission is represented by the following reaction: U^(236) = X^(111) +Y^(122) +3n If the binding energies per nucleon of X^(111), Y^(122) and U^(236) are 8.6MeV, 8.5 MeV and 7.6 MeV respectively, then the energy released in the reaction will be-