363708 A neutron breaks into a proton, an electron ( $\beta$ particle) and anti-neutrino
$({}_0{n}^1\to {}_1{H}^1+{}_1{\beta }^0+\overline{v})$. The energy released in the process in $MeV$ is

363709 Match the following columns.
Column I
Column II
A
Nuclear fusion
P
$E=m{c}^2$
B
Nuclear fission
Q
Generally possible for nuclei with low atomic number
C
${\beta }^{+}$ decay
R
Generally possible for nuclei with higher atomic number
D
Mass- energy equivalence
S
A neutrino is released

363711 When a sample of solid lithium is placed in a flask of hydrogen gas, then following reaction happened ${}_1^{1}H{+}_{3}L{i}^7{\to }_{2}H{e}^4{+}_{2}H{e}^4$
This statement is

363708 A neutron breaks into a proton, an electron ( $\beta$ particle) and anti-neutrino
$({}_0{n}^1\to {}_1{H}^1+{}_1{\beta }^0+\overline{v})$. The energy released in the process in $MeV$ is

363709 Match the following columns.
Column I
Column II
A
Nuclear fusion
P
$E=m{c}^2$
B
Nuclear fission
Q
Generally possible for nuclei with low atomic number
C
${\beta }^{+}$ decay
R
Generally possible for nuclei with higher atomic number
D
Mass- energy equivalence
S
A neutrino is released

363710 From the statements given below :
(I) The angular momentum of an electron in $n^{\text{th }}$ orbit is an integral multiple of $\hslash$.
(II) Nuclear forces do not obey inverse square law.
(III) Nuclear forces are spin dependent.
(IV) Nuclear forces are non-central and charge independent.
(V) Stability of nucleus is inversely proportional to the value of packing fraction.
Choose the correct answer from the options given below.

363711 When a sample of solid lithium is placed in a flask of hydrogen gas, then following reaction happened ${}_1^{1}H{+}_{3}L{i}^7{\to }_{2}H{e}^4{+}_{2}H{e}^4$
This statement is

363708 A neutron breaks into a proton, an electron ( $\beta$ particle) and anti-neutrino
$({}_0{n}^1\to {}_1{H}^1+{}_1{\beta }^0+\overline{v})$. The energy released in the process in $MeV$ is

363709 Match the following columns.
Column I
Column II
A
Nuclear fusion
P
$E=m{c}^2$
B
Nuclear fission
Q
Generally possible for nuclei with low atomic number
C
${\beta }^{+}$ decay
R
Generally possible for nuclei with higher atomic number
D
Mass- energy equivalence
S
A neutrino is released

363710 From the statements given below :
(I) The angular momentum of an electron in $n^{\text{th }}$ orbit is an integral multiple of $\hslash$.
(II) Nuclear forces do not obey inverse square law.
(III) Nuclear forces are spin dependent.
(IV) Nuclear forces are non-central and charge independent.
(V) Stability of nucleus is inversely proportional to the value of packing fraction.
Choose the correct answer from the options given below.

363711 When a sample of solid lithium is placed in a flask of hydrogen gas, then following reaction happened ${}_1^{1}H{+}_{3}L{i}^7{\to }_{2}H{e}^4{+}_{2}H{e}^4$
This statement is

363708 A neutron breaks into a proton, an electron ( $\beta$ particle) and anti-neutrino
$({}_0{n}^1\to {}_1{H}^1+{}_1{\beta }^0+\overline{v})$. The energy released in the process in $MeV$ is

363709 Match the following columns.
Column I
Column II
A
Nuclear fusion
P
$E=m{c}^2$
B
Nuclear fission
Q
Generally possible for nuclei with low atomic number
C
${\beta }^{+}$ decay
R
Generally possible for nuclei with higher atomic number
D
Mass- energy equivalence
S
A neutrino is released

363710 From the statements given below :
(I) The angular momentum of an electron in $n^{\text{th }}$ orbit is an integral multiple of $\hslash$.
(II) Nuclear forces do not obey inverse square law.
(III) Nuclear forces are spin dependent.
(IV) Nuclear forces are non-central and charge independent.
(V) Stability of nucleus is inversely proportional to the value of packing fraction.
Choose the correct answer from the options given below.

363711 When a sample of solid lithium is placed in a flask of hydrogen gas, then following reaction happened ${}_1^{1}H{+}_{3}L{i}^7{\to }_{2}H{e}^4{+}_{2}H{e}^4$
This statement is