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Byju's Answer
Standard XII
Physics
Mass Energy Equivalence
Calculate the...
Question
Calculate the energy released when an electron annihilates a positron.
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Solution
The equation is given by:
−
1
β
0
+
+
1
β
0
→
h
v
+
h
v
Δ
m
=
2
×
9
×
10
−
31
=
18
×
10
−
31
kg
Δ
E
=
Δ
m
c
2
=
18
×
10
−
31
×
(
3
×
10
8
)
2
=
18
×
10
−
31
×
9
×
10
16
=
162
×
10
−
15
=
1.62
×
10
−
13
J
=
1.62
×
10
−
13
1.6
×
10
−
19
eV
=
1.0125
×
10
−
6
eV
=
1.0125
MeV.
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Similar questions
Q.
When an electron-positron pair annihilates, the energy released is about :
Q.
If an electron and positron annihilate, then the energy released is
Q.
The minimum amount of energy released in annihilation of electron-positron is.
Q.
The energy released when a positron is annihilated is :
Q.
When a positron and an electron collide, they are annihilated and two gamma photons of equal energy are emitted. Calculate the wavelength corresponding to this gamma emission:
Plan Energy per photon
=
m
e
C
2
E
=
h
v
=
h
c
λ
Thus,
λ
can be calculated.
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