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Byju's Answer
Standard VIII
Chemistry
Orbits
α- Particle o...
Question
α
- Particle of 6 MeV energy is scattered back from a silver foil. Calculate the maximum volume where the entire charge of atom is supported to be accumulated.
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Solution
We know
E
=
1
4
π
ε
(
Z
e
)
(
2
e
)
r
r
=
9
×
10
9
×
47
×
2
×
(
1.6
×
10
−
19
)
2
6
×
10
6
×
1.6
×
10
−
19
=
2.25
×
10
14
m
V
=
4
3
π
r
3
=
4
3
×
22
7
×
(
2.25
×
10
14
)
=
48
×
10
−
42
m
3
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Similar questions
Q.
α
−
particles of 6 MeV energy is scattered back from a silver foil. Calculate the maximum volume where the entire charge of the atom is supposed to be accumulated.
[
Z
for silver
=
47
]
Q.
When a silver foil (Z = 47) was used in a
α
-ray scattering experiment, the number of
α
particles scattered at
30
∘
was found to be 200 per minute. If the silver foil is replaced by aluminium (z = 13) foil of same thickness, the number of
α
-particles scattered per minute at
30
∘
is nearly equal to
Q.
When a silver foil (Z=47) was used in an
α
-ray scattering experiment, the number of
α
partied scattered at
30
∘
aws found to be 200 per minute. If the silver foil is replaced by aluminium (z=13) foil of same thickness, the number of
α
-particles scattered per minute at
30
∘
is nearly equal to
Q.
An
α
−
particle passes through a potential difference of
2
×
10
6
V
and then it becomes incident on a silver foil. The charge number of silver is
47
. The energy of incident particles will be (in joules)
Q.
An
α
−
particle passes through a potential difference of
2
×
10
6
volt and then it becomes incident on a silver foil. The charge number of silver is
47
, the kinetic energy of
α
−
particles at a distance
5
×
10
−
14
m from the nucleus will be (in joules).
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