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The power kept in the centre of an atom is known as nuclear energy. All stuff in the cosmos is made up of tiny particles called atoms. The centre of an atom's nucleus is typically where most of its mass is concentrated. Neutrons and protons are the two subatomic particles that make up the nucleus. Atomic bonds that hold them together carry a lot of energy.

The lepton family of electrons, would only be valued for reaction number two and reaction number five. In reaction two-electron family number is conserved with position and electron neutrino, and the same case is worth forreaction five.

For the first reaction conservation of charge and nucleons is following –

\(^{12}C{ + ^1}H{ \to ^{13}}N + \gamma \)

Adding the numbers on the left and right we can see for nucleons we have \(12 + 1 = 13\) and for charges, there is \(6 + 1 = 7\).

Therefore, the total nucleons and total charge is \(13\) and \(7\)respectively. The lepton family of electrons is not conserved in this reaction.

For the second reaction conservation of charge and nucleons is following –

\(^{13}N{ \to ^{13}}C + {e^ + } + {v_e}\)

It can be seen that there are\(13\) nucleons on the left and right, and seven positive charges on the left and right.

Therefore, the total nucleons and total charge is \(13\) and \(7\)respectively. The lepton family of electrons is conservedwith position and electron neutrino in this reaction.

For the third reaction conservation of charge and nucleons is following –

\(^{{\rm{13}}}{\rm{C}}{{\rm{ + }}^{\rm{1}}}{\rm{H}}{ \to ^{{\rm{14}}}}{\rm{N + }}\gamma \)

It can be seen that there are\(14\) nucleons on the left and right, and seven positive charges on the left and right.

Therefore, the total nucleons and total charge is \(14\) and \(7\)respectively. The lepton family of electrons is not conserved in this reaction.

For the fourth reaction conservation of charge and nucleons is following –

\(^{14}N{ + ^1}H{ \to ^{15}}O + \gamma \)

It can be seen that there are\(15\) nucleons on the left and right, and eight positive charges on the left and right.

Therefore, the total nucleons and total charge is \(15\) and \(8\)respectively. The lepton family of electrons is not conserved in this reaction.

For the fifth reaction conservation of charge and nucleons is following –

\(^{15}O{ \to ^{15}}N + {e^ + } + {v_e}\)

It can be seen that there are\(15\) nucleons on the left and right, and eight positive charges on the left and right.

Therefore, the total nucleons and total charge is \(15\) and \(8\)respectively. The lepton family of electrons is conserved with position and electron neutrino in this reaction.

For the sixth reaction conservation of charge and nucleons is following –

\(^{15}N{ + ^1}H{ \to ^{12}}C{ + ^4}He\)

It can be seen that there are\(16\) nucleons on the left and right, and eight positive charges on the left and right.

Therefore, the total nucleons and total charge is \(16\) and \(8\)respectively. The lepton family of electrons is not conserved in this reaction.