sin(0a – 0,) d = t- cos 0, where t is the thickness of the plate. (d) A ray of light is incident at an angle of 66.0° on one surface of a glass plate 2.4 cm thick with an index of refraction 1.80. The medium on either side of the plate is air. Find the lateral displacement between the incident and emergent rays.
sin(0a – 0,) d = t- cos 0, where t is the thickness of the plate. (d) A ray of light is incident at an angle of 66.0° on one surface of a glass plate 2.4 cm thick with an index of refraction 1.80. The medium on either side of the plate is air. Find the lateral displacement between the incident and emergent rays.
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Transcribed Image Text:sin(0a- 0)
d = t
cos 0,
where t is the thickness of the plate.
(d) A ray of light is incident at an
angle of 66.0° on one surface of a glass plate 2.4 cm thick with an index of
refraction 1.80. The medium on either side of the plate is air. Find the lateral
displacement between the incident and emergent rays.
n'
Fig 2

Transcribed Image Text:2. Light is incident in air at an angle 0. (Fig. 2) on the upper surface of transparent
plate, the surfaces of the plate being plane and parallel to each other. (a) Prove
that 0a = 0a
(b) Show that this is true for any number different parallel
plates.
(c) Prove that the lateral displacement d of the emergent beam
is given by the relationship.
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