(e) A light ray is incident on the left side of the prism shown in the figure below. The prism is a right triangle, with two of its angles measuring 45. The transmitted ray that exits the hypotenuse of the prism makes an angle of 0 17.4" with the direction of the incident beam. What is the index of refraction of the prism? (Round your answer to at least two decimal places.) 45.0 (b) What If? In part (a), we assumed the ray was monochromatic. Consider instead the case where the ray was composed of white light. Because the index of refraction differs for different wavelengths, the white light would be dispersed into constituent colors. Assume the index of refraction for blue wavelengths is 1.01m and for red wavelengths it is 0.99n, where is the index of refraction found in part (a). What is the angular spread (in degrees) between red and blue light exiting the prism?

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Chapter1: Units, Trigonometry. And Vectors
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(a) A light ray is incident on the left side of the prism shown in the figure below. The prism is a right triangle, with two of its angles measuring 45°. The transmitted ray that exts the hypotenuse of
the prism makes an angle of 0- 17.4" with the direction of the incident beam. What is the index of refraction of the prism? (Round your answer to at least two decimal places)
45,0
(b) What If? In part (a), we assumed the ray was monochromatic. Consider instead the case where the ray was composed of white light. Because the index of refraction differs for differenti
wavelengths, the white light would be dispersed into constituent colors. Assume the index of refraction for blue wavelengths is 1.01m and for red wavelengths it is 0.99n, where it is the index of
refraction found in part (a). What is the angular spread (in degrees) between red and blue light exiting the prism?
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Transcribed Image Text:(a) A light ray is incident on the left side of the prism shown in the figure below. The prism is a right triangle, with two of its angles measuring 45°. The transmitted ray that exts the hypotenuse of the prism makes an angle of 0- 17.4" with the direction of the incident beam. What is the index of refraction of the prism? (Round your answer to at least two decimal places) 45,0 (b) What If? In part (a), we assumed the ray was monochromatic. Consider instead the case where the ray was composed of white light. Because the index of refraction differs for differenti wavelengths, the white light would be dispersed into constituent colors. Assume the index of refraction for blue wavelengths is 1.01m and for red wavelengths it is 0.99n, where it is the index of refraction found in part (a). What is the angular spread (in degrees) between red and blue light exiting the prism? Need Help?
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