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As shown in figure waves with identical ...

As shown in figure waves with identical wavelengths and amplitudes and which are intially in phase travel through difference media. Ray 1 travels through air and Ray 2 through a transparent medium for equal length L, in four different situations. Rays reach a common point on the screen. The number of wavelengths in length L is `N_(2)` for Ray 2 and `N_(1)` for Ray 1. In the following table, values of `N_(1)` and `N_(2)` are given for all four situations. The order or the situations according to the intensity of the light at the common point in descending order is Situations
1 2 3 4
`N_(1)` 2.75 1.80 3.00 3.25
`N_(2)` 2.75 2.80 3.25 4.00

A

`I_(3)=I_(4)gtI_(2)gtI_(1)`

B

`I_(1)gtI_(3)=I_(4)gtI_(2)`

C

`I_(1)gtI_(2)gtI_(3)gtI_(4)`

D

`I_(2)gtI_(3)=I_(4)gtI_(1)`

Text Solution

Verified by Experts

The correct Answer is:
D

Path difference
`Deltax_(1)=(lamda)/(2),Deltax_(2)=lamda,Deltax_(3)=(lamda)/(4),Deltax_(4)=(3lamda)/(4)`
Therefore `I_(2)gtI_(3)=I_(4)I_(1)`
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Knowledge Check

  • For a radiation of 9 GHz passing through air. The number of waves passing through 1 m length is

    A
    30
    B
    5
    C
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    D
    3
  • What is the range of wavelength of X-rays ?

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    C
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    `0.001 cm` to 1 cm
  • Light rays emerge from denser medium ( n_2 ), refract from curved surface and then travel through rarer medium ( n_1 ), formula for this is ….........

    A
    `-(n_2)/(u)+(n_1)/(v)=(n_1-n_2)/(R)`
    B
    `-(n_2)/(u)+(n_1)/(v)=(n_2-n_1)/(R)`
    C
    `-(n_1)/(u)+(n_2)/(v)=(n_2-n_1)/(R)`
    D
    `-(n_1)/(u)+(n_2)/(v)=(n_1-n_2)/(R)`
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