Tag: nuclear reactions
Questions Related to nuclear reactions
One milligram of matter convert into energy will give
The mass and energy equivalent to $1 amu$ are respectively
If an electron and positron annihilate, then the energy released is
The rest energy of an electron is
1mg of matter convert into energy will give
The mass defect in a particular nuclear reaction in 0.3 grams.The amount of energy liberated in kilowatt hour is $\left( Velocity\ of \ light=3\times { 10 }^{ 8 }m/s \right) $
The binding energy per nucleon for $\displaystyle { C }^{ 12 }$ is $7.68 MeV$ and that for $\displaystyle { C }^{ 13 }$ is $7.5 MeV$. How much energy is required to remove a neutron from $\displaystyle { C }^{ 13 }$ ?
When a neutron collides with a quasi free proton, it loses half of its energy on the average in the every collission. How many collisions, on the average, are required to reduce a 2 MeV neutron to a thermal energy df 0.04 eV.
Find the energy released during the following nuclear reaction.
$ _{1}{H}^{1} + _{3}{Li}^{7} \longrightarrow _{2}{He}^{4} + _{2}{He}^{4}$
The mass of $ _{3}{Li}^{7}$ is $7.0160 u$, $ _{2}{He}^{4}$ is $4.0026 u$ and proton is $1.0078 u$.
The binding energy of $ _{3}{Li}^{7}$ and $ _{2}{He}^{4}$ are $39.2 MeV$ and $28.24 MeV$ respectively. Which of the following statements is correct?