Why is the following situation impossible? A laser beam strikes one end of a slab of material of length L 42.0 cm and thickness t = 3.10 mm as shown in Figure P34.36 (not to scale). It enters the material at the center of the left end, striking it at an angle of incidence of 0 = 50.0°. The index of refraction of the slab is n = 1.48. The light makes 85 inter- nal reflections from the top and bottom of the slab before exiting at the other end. 0 L n
Why is the following situation impossible? A laser beam strikes one end of a slab of material of length L 42.0 cm and thickness t = 3.10 mm as shown in Figure P34.36 (not to scale). It enters the material at the center of the left end, striking it at an angle of incidence of 0 = 50.0°. The index of refraction of the slab is n = 1.48. The light makes 85 inter- nal reflections from the top and bottom of the slab before exiting at the other end. 0 L n
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
Transcribed Image Text:- Why is the following situation impossible? A laser beam strikes
one end of a slab of material of length L = 42.0 cm and
thickness t = 3.10 mm as shown in Figure P34.36 (not to
scale). It enters the material at the center of the left end,
striking it at an angle of incidence of 0 = 50.0°. The index of
refraction of the slab is n = 1.48. The light makes 85 inter-
nal reflections from the top and bottom of the slab before
exiting at the other end.
0
-L-
n
Figure P34.36
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