(a) Explanation Consider a ray is being emitted from a medium with index of reference n i and it is then refracted at a curved surface into a medium of higher index n t with radius of curvature r having the centre at C . The ray strikes the surface at point A with an angle of incidence θ i and gets reflected with an angle of reflection θ t corresponding to the surface. The object is at point O at a distance d o from the surface, likewise the image is at point I at a distance d i from the surface. Let α , β , γ be the angle made by the line joining the points A from O , C and I respectively (b) To determine The proof of the relationship θ t = β − γ using geometry and Figure 38.17.

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ISBN: 9780100546714

Author: Katz

Publisher: YUZU

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Chapter 38, Problem 36PQ

(a)

To determine

The proof of the relationship θi=α+β using geometry and Figure 38.17.

(b)

To determine

The proof of the relationship θt=β−γ using geometry and Figure 38.17.

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Chapter 38, Problem 35PQ

Chapter 38, Problem 37PQ

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Chapter 38 Solutions

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The proof of the relationship θ i = α + β using geometry and Figure 38.17.

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The proof of the relationship θi=α+β using geometry and Figure 38.17.

The proof of the relationship θt=β−γ using geometry and Figure 38.17.

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Chapter 38 Solutions