Monochromatic light (light with only one wavelength, with λ = 550 nm) is incident onto a single slit. The figure shows the intensity of light as a function of angle for the light exiting the slit. The scale on the horizontal axis is in steps (multiples) of 0o = 0.24 degrees. The maximum of the graph corresponds to the central maximum (undeflected light). Based on this information and observing the graph, what is the width (diameter) of the slit? D= mm What would the diffraction angle be if this width is increased by a factor of 2? 0= degrees

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Chapter1: Units, Trigonometry. And Vectors
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Monochromatic light (light with only one wavelength, with A = 550 nm) is incident onto a single slit.
The figure shows the intensity of light as a function of angle for the light exiting the slit. The scale
on the horizontal axis is in steps (multiples) of 0o = 0.24 degrees. The maximum of the graph
corresponds to the central maximum (undeflected light).
Based on this information and observing the graph, what is the width (diameter) of the slit?
D=
mm
What would the diffraction angle be if this width is increased by a factor of 2?
0=
degrees
Relative Intensity
1.0
0.8
0.6
0.4
0.2
0.0
0
1
2
3
4
5
Theta in multiples of 0.
6
7
8
Transcribed Image Text:Monochromatic light (light with only one wavelength, with A = 550 nm) is incident onto a single slit. The figure shows the intensity of light as a function of angle for the light exiting the slit. The scale on the horizontal axis is in steps (multiples) of 0o = 0.24 degrees. The maximum of the graph corresponds to the central maximum (undeflected light). Based on this information and observing the graph, what is the width (diameter) of the slit? D= mm What would the diffraction angle be if this width is increased by a factor of 2? 0= degrees Relative Intensity 1.0 0.8 0.6 0.4 0.2 0.0 0 1 2 3 4 5 Theta in multiples of 0. 6 7 8
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