A light ray refracts when passing from a medium with an index of refraction n1 to a medium with an index of refraction n2 as shown in the figure. If in medium-2, light is 1.2 times slower than in medium-1, with 01 = 43°, then the angle of refraction 02 is equal to: %3D 02 n2 34.63° 32.47° O 21.51° O 41.72° 27.77°

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Chapter1: Units, Trigonometry. And Vectors
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A light ray refracts when passing from a medium with an index of refraction n1
to a medium with an index of refraction n2 as shown in the figure. If in
medium-2, light is 1.2 times slower than in medium-1, with 01 = 43°, then the
angle of refraction 02 is equal to:
02
n2
34.63°
32.47°
21.51°
41.72°
27.77°
Transcribed Image Text:A light ray refracts when passing from a medium with an index of refraction n1 to a medium with an index of refraction n2 as shown in the figure. If in medium-2, light is 1.2 times slower than in medium-1, with 01 = 43°, then the angle of refraction 02 is equal to: 02 n2 34.63° 32.47° 21.51° 41.72° 27.77°
A light ray is incident on mirror-1 at a = 46°, it then reflects towards mirror-2 and
bounces off with an angle B as shown in the figure. Determine B such that the
reflected ray from mirror-2 is vertical to mirror-1.
a
Mirror-1
O B= 37°
O B= 32°
B = 23°
B= 27
Mirror-2
Transcribed Image Text:A light ray is incident on mirror-1 at a = 46°, it then reflects towards mirror-2 and bounces off with an angle B as shown in the figure. Determine B such that the reflected ray from mirror-2 is vertical to mirror-1. a Mirror-1 O B= 37° O B= 32° B = 23° B= 27 Mirror-2
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