A ray of light originates inside the glass filled with water, as shown in the figure. It travels through water, in incident on the glass side, and emerges into the air. Ignore any partial reflections. What is the values of angles o? Water n=1.33 37° Air Glass n = 1.0 n= 1.5
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![A ray of light originates inside the glass filled with water, as shown in the figure. It travels through water, in incident on the glass side, and emerges into the
air. Ignore any partial reflections. What is the values of angles Q?
Water
n=1.33
370
Air
Glass
n = 1.0
n= 1.5
32.25°
67.16°
53.17°
35.89°](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F48a7fde6-ca23-41c6-a621-fe148bfca7dc%2F0c8eef54-5850-4fb2-88dc-11b8a9433f91%2Fqoy8b2l_processed.png&w=3840&q=75)
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- A ray of sunlight traveling through water index of refraction is roughly 1.33 across the visible spectrum. Has an incident angle of 80° when it encounters a transparent aquarium wall with index of refraction n=1.2. There is air with index n=1 on the other side of the wall and the wall surfaces are parallel. Which statement below is true? a. Light emerges on the other side of the wall and is now completely polarized. b. The light enters into the transparent wall but is completely reflected at the second interface. c. Light emerges on the other side of the wall traveling parallel to the incident ray. d. The light is completely reflected at the first interface. e. Light emerges on the other side of the wall but different colors now travel in different directions.A beam of white light is incident on the surface of a diamond at an angle a.( Figure 1) Since the index of refraction depends on the light's wavelength, the different colors that comprise white light will spread out as they pass through the diamond. The indices of refraction in diamond are nred= 2.410 for red light and nblue = 2.450 for blue light. The surrounding air has nair = 1.000. Note that the angles in the figure are not to scale. Figure Oplue Ored α 1 of 1 Part A Calculate vred, the speed of red light in the diamond. To four significant figures, c = 2.998 × 108 m/s. Express your answer in meters per second to four significant digits. VE ΑΣΦ Ured= Submit Part B Ublue = Submit Part C Calculate blue, the speed of blue light in the diamond. To four significant figures, c = 2.998 × 108 m/s. Express your answer in meters per second to four significant digits. —| ΑΣΦ Request Answer 8 = Submit 2 Request Answer ? ? m/s ? Derive a formula for S, the angle between the red and blue…A beam of light is incident upon a stack of four flat transparent materials with indices of refraction of n1 =1.8, n2 =1.5 , n3 =1.3 , and n4 =1.2, see figure. a. If θ1 is 29o, what angle θ2 does the beam make to the normal when in emerges into the air after passing through the entire stack? b. What must the incident angle θ1 be to have total internal reflection at the surface between medium n4 and n?
- A sheet of glass of thickness 1.2 mm has refractive index = 1.4. A laser beam is incident on its edge at an angle 75 °. Will this ray suffer total internal reflection from the flat surfaces of the glass sheet and be reflected inside (if so, write 1). If it will not have total internal reflection and pass through the glass surface write 0. normal side view of glass sheetThe index of refraction is 1.45. The thickness of a flint glass plate is 10 cm thick. A ray of incident light strikes the upper surface at angle = 65 degrees, with respect to the normal direction. Some of the light passes through the glass and exits through the lower surface. What is the lateral displacement of the ray where it emerges from the lower surface?When the rectangular metal tank in the figure below is filled to the top with an unknown liquid, observer O, with eyes level with the top of the tank, can just see the corner E. A ray that refracts toward O at the top surface of the liquid is shown. If D = 81.0 cm and L = 1.15 m, what is the index of refraction of the liquid?
- .F A ray of light moves from air (nı = 1.00) into glass (n2 = 1.63). In the figure to the right what is the most probable path for the reflected light to take? Re-read the question carefully! E A B C Da.. A laser beam in air is incident on a liquid at an angle of 53◦ with respect to thenormal. The laser beam’s angle in the liquid is 35◦. What is the liquid’s index ofrefraction? b. A 1.0 cm thick layer of water stands on a horizontal slab of glass. A light ray inthe air is incident on the water 60◦from the normal. What is the ray’s directionof travel in the glass? c. An object is 30 cm in front of a converging lens with a focal length of 5 cm. Useray tracing to determine the location of the image. Is the image upright or inverted?A green laser beam travels through the an L-shaped block of transparent blue plastic with an angle 00 = 38. above the x axis. The index of refraction of the blue plastic is nb = 1.90. The beam passes into a rectangular block of transparent yellow plastic, and the refracted ray then has an angle of Oy = 43., as shown in the figure below. %3D a. What is the speed of the laser beam as it travels through the blue plastic? b. What is the index of refraction ny of the yellow plastic? c. When the refracted laser beam reaches the other edge of the yellow plastic, it is refracted again as it re-enters the blue plastic. What is the final direction Of of the beam above the x axis?
- Chapter 25: Problem 11: Consider the internal reflection of light at the interface between water and ice. For convenience, the index of refraction for a variety of materials is provided below. a) What is the minimum angle, in degrees, at which you will get total internal reflection at this interface?A laser beam travels from air (n=1) into glass (n=1.5) and then into gelatin. The incident ray makes a 58.0o angle with the normal in the air before it enters the glass and a 36.4o angle with the normal after it enters the gelatin. In a neat and organized fashion, write out a solution which includes the following: A sketch of the physical situation with all given physical quantities clearly labeled. Draw a ray diagram showing all reflected and refracted rays in this situation and all angles clearly labeled. Determine (a) the angle the refracted ray makes with the normal in the glass and (b) the index of refraction of the gelatin. Clearly show all steps, starting from generalized equations. Explain your mathematical work in words. Your explanation should cover both what you did and the thought process behind why you did that. Evaluate your answer to determine whether it is reasonable or not. Consider all aspects of your answer (the numerical value, sign, and units) in your evaluation.…I need help solving this problem. Please make sure the full solution is viewable