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Standard XII
Chemistry
1900's Physics and Wave
Wavelength of...
Question
Wavelength of the de-Broglie wave of an electron revolving in the fourth orbit of the hydrogen atom is (r0 is the Bohr's radius) Options: a- 25 r0 b- r0 c-10 r0 d- 8 r0
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Similar questions
Q.
If Bohr radius is
r
0
,
the corresponding de Broglie wavelength of the electron is
Q.
In a hypothetical Bohr hydrogen atom, the mass of the electron is doubled. The energy
E
0
and the radius
r
0
of the first orbit will be (
r
0
is the Bohr radius)
Q.
If
r
0
be the radius of first Bohr's orbit of
H
−
atom, then the de-Broglie's wavelength of an electron revolving in the third Bohr's orbit will be:
Q.
If the attractive potential between electron and proton were given by
V
(
r
)
=
V
0
l
n
(
r
r
0
)
(where
V
0
,
r
0
are constants), the radius
r
n
of the
n
t
h
Bohr orbit in Hydrogen atom would be proportional to
Q.
The Schrondinger equation for hydrogen atom is
ψ
=
1
4
√
2
π
(
1
a
0
)
3
2
(
2
−
r
0
a
0
)
e
−
r
0
a
0
, where
a
0
is Bohr's radius. If the radial node is
2
s
be at
r
0
.
Then,
r
0
in terms of
a
0
is given as
x
a
0
=
r
0
, value of
x
is
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