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Standard XII
Physics
Inclined Planes
21. In an int...
Question
21. In an interference pattern the position of zeroth order maxima is 4.8 mm from a certain point on a screen. The frige width is .2 mm the position of 2nd order minima grom point p is?
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Similar questions
Q.
In a double slit pattern
(
λ
=
6000
A
∘
)
, the first order and tenth order maxima fall at
13.00
mm
and
15.25
mm
from a particular reference point. If
λ
is changed to
5500
A
∘
, find the position of tenth order fringe (in mm) (answer the nearest integer), other arrangement remaining the same.
Q.
A beam of light wavelength
400
n
m
falls on a narrow slit and the resulting diffraction pattern is observed on a screen
2
m
away from the slit. It is observed that
2
n
d
order minima occurs at a distance of
2
m
m
from the position of central maxima. Find the width of the slit.
Q.
In a Young's double slit experiment, the distance between the slits & the screen is
100
cm
.
For a certain distance between the slits, an interference pattern is observed on the screen with the fringe width
0.25
mm
. When the distance between the slits is increased by
1.2
mm
,
the fringe width decreased to
2
/
3
of the original value. In the final position, a thin glass plate of refractive index
1.5
is kept in front of one of the slits & the shift of central maximum is observed to be
20
times the initial fringe width. Find the thickness of the plate.
Q.
In a
Y
D
S
E
experiment, the distance between the slits & the screen is
100
cm
. For a certain distance between the slits, an interference pattern is observed on the screen with the fringe width
0.25
mm
. When the distance between the slits is increased by
Δ
d
=
1.2
mm
, the fringe width decreased to
n
=
2
/
3
of the original value. In the final position, a thin glass plate of refractive index
1.5
is kept in front of one of the slits & the shift of central maximum is observed to be
20
fringe width. Which of the options are correct ?
Q.
In Lloyd's mirror experiment, a light wave emitted directly by the source
S
(
narrow slit
)
interferes with the wave reflected from a mirror
M
. As a result, an interference fringe pattern is formed on the screen which is
1
m
far from mirror. The source and the mirror are separated by a distance
l
=
100
cm
. At a certain position of the source, the fringe width on the screen was equal to
β
=
0.25
mm
and after the source was moved away from the mirror plane by
Δ
h
=
0.60
mm
the fringe width decreased by
1.5
times
. Find the wavelength of light from the source.
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