Problem 3 | In the figure below, light of wavelength 600 nm is incident perpendicularly on five sections of atransparent structure suspended in air. The structure has index of refraction 1.50. The thickness of each sectionis given in terms of L = 4.00 µm. For which sections will the light that is reflected from the top and bottomsurfaces of that section undergo fully constructive interference?L(a)2L(b)L/2(c)3L(d)L/10

We are given thickness of the transparent film. We are given wavelength also. We are given the…

Answered: Problem 3 | In the figure below, light…

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RR-1 Any material can separate the different wavelengths present in white light because the index of refraction for each wavelength is slightly different. For red light in water n=1.331, for blue light in water n=1.340. a) Find the angle from the normal in water for red light that enters the water from air at an angle of 80.00⁰. b) Find the angle from the normal in water for blue light that enters the water from air at an angle of 80.00⁰. air n=1.000 water: 80.00⁰ c) Draw a figure like the one shown and show the incident. ray and the refracted rays for both colors. Label the rays as "red" and "blue".
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A laser beam is incident at an angle of 30.00to the vertical onto a solution of blood plasma in water. If the beam is refracted to 19.240 to the vertical: What is the index of refraction of the blood plasma solution? Suppose the light is red, with wavelength 632.8 nm in a vacuum. Find: Its wavelength. Its frequency. Its speed in the solution. The critical angle for the blood plasma solution when surrounded by air
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The index of refraction for blue light of wavelength 434 nm in a glass sample is 1.650 and for red light of wavelength 695 nm it is 1.592. If a beam containing these two colors has an angle of incidence with the glass of 30.0°, what is the angle between the two beams inside the glass? Additional Materials Reading
Problem 4 | The full width at half maximum (FWHM) of the central diffraction maximum is defined as the angle between the two points in the pattern where the intensity is one-half that at the center of the pattern. (a) Show that the intensity drops to one-half of the maximum value when sin² a = a²/2. (b) Verify that a = 1.39 radians (about 80°) is a solution to the transcendental equation of part (a). (c) Show that the FWHM is A0 = 2 sin ¹ (0.443\/a). (d) Calculate the FWHM of the central maximum for slits whose widths are 1.0, 5.0, and 10 wavelengths.
B1 A light ray leaves a source directed at an angle A = 7 from the vertical. The ray is reflected off of flat surface tilted upwards at an angle of B = 16 from the horizontal. Calculate the angle between the reflected ray and the surface, angle C.