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Byju's Answer
Standard XII
Physics
Optical Path Length
Determine the...
Question
Determine the difference
L
1
−
L
2
(
=
Δ
L
)
in terms of
λ
0
.
A
4
λ
0
μ
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B
7
λ
0
2
μ
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C
3
λ
0
μ
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D
none of the above
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Solution
The correct option is
B
7
λ
0
2
μ
According to the question, at A and B dark fringe is formed.Thus there are 7 pairs of fringes ( bright + dark).
Hence,
β
=
L
7
α
=
L
1
−
L
2
L
β
=
λ
o
2
μ
α
Thus
β
=
λ
o
L
2
μ
(
L
1
−
L
2
)
⟹
L
1
−
L
2
=
7
λ
o
2
μ
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0
Similar questions
Q.
An electromagnetic wave of wavelengths
λ
0
(in vacuum) based from
P
towards
Q
crossing three different media of refractive indices
μ
,
2
μ
and
3
μ
respectively as shown in figure.
ϕ
P
and
ϕ
Q
be the phase of the wave at points
P
and
Q
. The phase difference
ϕ
Q
−
ϕ
P
is
[Take :
μ
=
1
]
Q.
An electromagnetic wave of wavelength
λ
0
(in vacuum) passes from
P
towards
Q
crossing three different media of refractive index
μ
,
2
μ
and
3
μ
respectively as shown in figure.
ϕ
P
and
ϕ
Q
are the phase of the wave at point
P
and
Q
. Find the phase difference
ϕ
Q
−
ϕ
P
[Take:
μ
=
1
]
Q.
The vector equations of the two lines
L
1
and
L
2
are given by
L
1
:
→
r
=
2
^
i
+
9
^
j
+
13
^
k
+
λ
(
^
i
+
2
^
j
+
3
^
k
)
;
L
2
:
→
r
=
−
3
^
i
+
7
^
j
+
p
^
k
+
μ
(
−
^
i
+
2
^
j
−
3
^
k
)
then the lines
L
1
and
L
2
are
Q.
L
1
and
L
2
are two lines whose vector equations are
L
1
:
→
r
=
λ
(
cos
θ
+
√
3
)
^
i
+
(
√
2
sin
θ
)
^
j
+
(
cos
θ
−
√
3
)
^
k
L
2
:
→
r
=
μ
(
a
^
i
+
b
^
j
+
c
^
k
)
,
where
λ
and
μ
are scalars and
α
is the acute angle between
L
1
and
L
2
.
If the angle
α
is independent of
θ
,
then the value of
α
is
Q.
The point of intersection of lines
L
1
:
(
1
+
λ
)
^
i
+
(
2
+
2
λ
)
^
j
+
(
3
+
3
λ
)
^
k
,
λ
∈
R
L
2
:
(
3
+
2
μ
)
^
i
+
(
4
+
2
μ
)
^
j
+
(
1
−
2
μ
)
^
k
,
μ
∈
R
is
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