d*sin(θ) = m*λ
(a)
Now, tan(θ) = (16.25 * 10^-3)/1
θ = 0.931o
Now,
0.04 * 10^-3 * sin( 0.931o) = 1 * λ
λ = 649.93 nm
(b)
If we move the screen closer, the new angle will be θ =
1.861o
So, sin(θ) will increase,
λ is directly proportional to sin(θ),
wavelength λ will increase.
There will be no effect on D1 & D2.
Correct option - (4)
3) The experimental setup and the diffraction pattern from a single slit are given below. The...
A single-slit diffraction pattern (c24p28) A single-slit diffraction pattern is formed when light of = 587.0 nm is passed through a narrow slit. The pattern is viewed on a screen placed one meter from the slit. What is the width of the slit (mm) if the width of the central maximum is 2.43 cm? Submit Answer Incorrect. Tries 2/5 Previous Tries Post Discussion Send Feedback
A double slit produces a diffraction pattern that is a combination of single and double slit interference. Find the ratio of the width of the slits (D) to the separation between them (d), if the second minimum of the single slit pattern falls on the third-order maximum of the double slit pattern. (This will greatly reduce the intensity of the third-order maximum. Assume the central maxima of the single slit and double slit interference patterns are located at the same...
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