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Byju's Answer
Standard IX
Chemistry
Bohr's Model of an Atom
The distance ...
Question
The distance between
3
rd and
2
nd Bohr orbits of hydrogen atom is:
A
0.529
×
10
−
8
c
m
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B
2.645
×
10
−
8
c
m
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C
2.116
×
10
−
8
c
m
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D
1.058
×
10
−
8
c
m
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Solution
The correct option is
B
2.645
×
10
−
8
c
m
Radius of Bohr orbit(
R
n
) =
R
0
n
2
z
where
R
0
=
0.529
A
For hydrogen atom,
R
3
=
R
0
9
1
=
9
R
0
=
4.761
A
R
2
=
R
0
4
1
=
4
R
0
=
2.116
A
R
3
−
R
2
=
5
R
0
=
2.645
A
=
2.645
×
10
−
8
c
m
The distance between third and second Bohr orbit of hydrogen atom is
2.645
×
10
−
8
cm.
Suggest Corrections
0
Similar questions
Q.
The distance of separation between the
3
r
d
and
2
n
d
orbit in the hydrogen atom is:
Q.
Calculate the ratio of the velocity of light and the velocity of electron in the first orbit of a hydrogen atom. (Given,
h
=
6.624
×
10
−
27
e
r
g
−
s
e
c
;
m
=
9.108
×
10
−
28
g
,
r
=
0.529
×
10
−
8
c
m
).
Q.
The radius of the first Bohr orbit of a hydrogen atom is
0.53
×
10
−
8
c
m
.
The velocity of the electron in the first Bohr orbit is:
Q.
Ψ
1
s
=
[
1
√
π
a
3
o
]
e
−
r
/
a
0
Above relation is wave function of hydrogen atom in ground state (
r
=
distance of electron from nucleus and
a
0
=
0.529
×
10
−
8
c
m
). For
1
s
orbital of hydrogen, the maximum probability of finding an electron is at
r
=
:
Q.
Find the radius of
2
n
d
and
3
r
d
Bohr orbit of the hydrogen atom.
[
m
=
9.1
×
10
31
K
g
,
e
=
1.6
×
10
19
C
]
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