Angle of incidence 15.0° 30.0 45.0° 60.0° 75.0° Angle of refraction 9.9° 19.5° 28.2° 35.3° 40.1° A student is reviewing the data in the given table, listing the angle of incidence and angle of refraction of a laser beam from air into a block of plastic. The student is trying to answer the question, "is the index of refraction of the plastic greater than that of air?" The student does not have a calculator on hand to find the sines of the angles. Can the student answer the question based on just examining the values of the angles in the table, and why or why not? that passes

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Chapter1: Units, Trigonometry. And Vectors
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Angle of incidence
15.0°
30.0°
45.0°
60.0°
75.0°
Angle of refraction
9.9°
19.5°
28.2°
35.3°
40.1°
A student is reviewing the data in the given table, listing the angle of incidence and angle of refraction of a laser beam
that passes from air into a block of plastic. The student is trying to answer the question, "is the index of refraction of the
plastic greater than that of air?" The student does not have a calculator on hand to find the sines of the angles. Can the
student answer the question based on just examining the values of the angles in the table, and why or why not?
(A) No, because the sines of the angles are needed to calculate the index of refraction of the plastic.
(B) No, because the data must be graphed to analyze them.
(C) Yes, because the ratio of the angles equals the ratio of the indices of refraction.
(D) Yes, because a beam of light will bend toward the normal when the beam goes from one material into another
material with a higher index of refraction.
Transcribed Image Text:Angle of incidence 15.0° 30.0° 45.0° 60.0° 75.0° Angle of refraction 9.9° 19.5° 28.2° 35.3° 40.1° A student is reviewing the data in the given table, listing the angle of incidence and angle of refraction of a laser beam that passes from air into a block of plastic. The student is trying to answer the question, "is the index of refraction of the plastic greater than that of air?" The student does not have a calculator on hand to find the sines of the angles. Can the student answer the question based on just examining the values of the angles in the table, and why or why not? (A) No, because the sines of the angles are needed to calculate the index of refraction of the plastic. (B) No, because the data must be graphed to analyze them. (C) Yes, because the ratio of the angles equals the ratio of the indices of refraction. (D) Yes, because a beam of light will bend toward the normal when the beam goes from one material into another material with a higher index of refraction.
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