A light ray hits an equilateral triangular prism (surrounded by air) with an angle of incidence e1. The light leaves the prism from the opposite facet in a direction 04 = 50.9° with respect to the normal. If the angle of refraction at surface 1is e2 = 29.3°, then the angle of incidence e1 is: surface 1 60° 01 = ? 29.3° n = ?

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Chapter1: Units, Trigonometry. And Vectors
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A light ray hits an equilateral triangular prism (surrounded by air) with an angle
of incidence e1. The light leaves the prism from the opposite facet in a
direction 04 = 50.9° with respect to the normal. If the angle of refraction at
surface 1is 02 = 29.3", then the angle of incidence 1 is:
surface 1
60°
04
01 = ?
29.3
n = ?
01 = 39.49
01 = 40.51
O 01 = 48.06°
01 = 43.25°
01 = 50.85
Transcribed Image Text:A light ray hits an equilateral triangular prism (surrounded by air) with an angle of incidence e1. The light leaves the prism from the opposite facet in a direction 04 = 50.9° with respect to the normal. If the angle of refraction at surface 1is 02 = 29.3", then the angle of incidence 1 is: surface 1 60° 04 01 = ? 29.3 n = ? 01 = 39.49 01 = 40.51 O 01 = 48.06° 01 = 43.25° 01 = 50.85
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