In the drawing, suppose that the angle of incidence is 01-36.9%, the thickness of the pane is 6.36 mm, and the refractive index of the pane is n₂ = 1.34. Find the amount (in mm) by which the emergent ray is displaced relative to the incident ray. Air (ng=1) Glass (2) Air (1) Number i Units 102 02 Incident ray Emergent ray Displacement
In the drawing, suppose that the angle of incidence is 01-36.9%, the thickness of the pane is 6.36 mm, and the refractive index of the pane is n₂ = 1.34. Find the amount (in mm) by which the emergent ray is displaced relative to the incident ray. Air (ng=1) Glass (2) Air (1) Number i Units 102 02 Incident ray Emergent ray Displacement
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
Transcribed Image Text:In the drawing, suppose that the angle of incidence is 01-36.9%, the thickness of the pane is 6.36 mm, and the refractive index of the
pane is n₂ = 1.34. Find the amount (in mm) by which the emergent ray is displaced relative to the incident ray.
Air (ng=1)
Glass (2)
Air (1)
Number
i
Units
102
02
Incident ray
Emergent
ray
Displacement
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