In the reaction `._1^2 H + ._1^3 H rarr ._2^4 He + ._0^1 n`, if the binding energies of `._1^2 H, ._1^3 H` and `._2^4 He` are respectively `a,b` and `c` (in MeV), then the energy (in MeV) released in this reaction is.

In the reaction ""_(1)^(2)H + ""_(1)^(3)H to ""_(2)^(4)He + ""_(0)^(1)n , if binding energies of ""_(1)^(2)H,""_(1)^(3)H, ""_(2)^(4)He are respectively a, b and c (in MeV), then the energy released in this reaction is :

Consider the nuclear reaction , ""_1H^2 + ""_1H^3 to ""_2He^4 + ""_0n^1 . If the binding energies of ""_1H^1, ""_1H^3 " and " ""_2He^4 are a, b and c respectively (in MeV), then the energy released in this reaction is

In the reaction underset(1) overset(2)(.) H + underset( 1) overset(3) (.) H to underset(2) overset(4) (. ) He + underset( 0) overset(1) (. )n. if the binding energies of underset( 1) overset(2) (. ) H , underset( 1) overset(3) (. ) H and underset(2) overset(4) (. ) He are respectively a , b and c (in MeV ) then the energy (in Me V) released in this reactions is

Find the energy Q released in this reaction. 1H^2+1H^2 rarr Q+_2He^4

The equation: 4._(1)^(1) H^(+) rarr ._(2)^(4) He^(2+) + 2e + 26MeV represnets.