Consider the reaction `_1^2H+_1^2H=_2^4He+Q`. Mass of the deuterium atom`=2.0141u`. Mass of helium atom `=4.0024u`. This is a nuclear………reaction in which the energy Q released is…………MeV.

Fill in the blanks with appropriate items : Consider the following reaction, .^(2)H_(1)+.^(2)H_(1)=.^(4)He_(2)+Q . Mass of the deuterium atom= 2.0141 u , Mass of the helium atom = 4.0024 u This is a nuclear ________ reaction in which the energy Q is released is ______ MeV.

The nuclear reaction .^2H+.^2H rarr .^4 He (mass of deuteron = 2.0141 a.m.u and mass of He = 4.0024 a.m.u ) is

The nuclear reaction .^2H+.^2H rarr .^4 He (mass of deuteron = 2.0141 a.m.u and mass of He = 4.0024 a.m.u ) is

._1H^2 + ._1H^2 to ._2He^4+Q . In this reaction the masses of deuterium and helium atoms are 2.0141 u and 4.0024 u respectively. What is this process called, and what is the energy released Q , in MeV

In the nuclear raction ._1H^2 +._1H^2 rarr ._2He^3 +._0n^1 if the mass of the deuterium atom =2.014741 am u , mass of ._2He^3 atom =3.016977 am u , and mass of neutron =1.008987 am u , then the Q value of the reaction is nearly .

In the nuclear raction ._1H^2 +._1H^2 rarr ._2He^3 +._0n^1 if the mass of the deuterium atom =2.014741 am u , mass of ._2He^3 atom =3.016977 am u , and mass of neutron =1.008987 am u , then the Q value of the reaction is nearly .

Consider the nuclear reaction, ""_1H^2 + ""_1H^2 to ""_2He^4 + Q . What is the value of Q if mass of ""_1H^2 = 2.0141 u " and mass of " ""_2He^4 = 4.0024 u.

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 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.