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Determine the unknown index of refraction in each of the situations in the figure below:   1) Determine the unknown index of refraction in the figure (a) . Suppose that n1 =1.00,  θ1 = 21°,  θ2 = 14° . 2) Determine the unknown index of refraction in the figure (b) . Suppose that n1 =1.00,  θ1 = 26°,  θ2 = 20° 3) Determine the unknown index of refraction in the figure (c) . Suppose that n2 =1.50,  θ1 = 15°,  θ2 = 10° 4) Determine the unknown index of refraction in the figure (d) . Suppose that n2 =1.33,  θ1 = 34.1°,  θ2 = 25°

Determine the unknown index of refraction in each of the situations in the figure below:   1) Determine the unknown index of refraction in the figure (a) . Suppose that n1 =1.00,  θ1 = 21°,  θ2 = 14° . 2) Determine the unknown index of refraction in the figure (b) . Suppose that n1 =1.00,  θ1 = 26°,  θ2 = 20° 3) Determine the unknown index of refraction in the figure (c) . Suppose that n2 =1.50,  θ1 = 15°,  θ2 = 10° 4) Determine the unknown index of refraction in the figure (d) . Suppose that n2 =1.33,  θ1 = 34.1°,  θ2 = 25°

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Determine the unknown index of refraction in each of the situations in the figure below:

 

1) Determine the unknown index of refraction in the figure (a) . Suppose that n1 =1.00,  θ1 = 21°,  θ2 = 14° .

2) Determine the unknown index of refraction in the figure (b) . Suppose that n1 =1.00,  θ1 = 26°,  θ2 = 20°

3) Determine the unknown index of refraction in the figure (c) . Suppose that n2 =1.50,  θ1 = 15°,  θ2 = 10°

4) Determine the unknown index of refraction in the figure (d) . Suppose that n2 =1.33,  θ1 = 34.1°,  θ2 = 25°

The image consists of four diagrams labeled (a), (b), (c), and (d). Each diagram depicts a light ray passing through the boundary between two different mediums, indicating the change in angle and index of refraction. **Diagram (a):** - Left Medium: - Refractive index (\(n_1\)) = 1.00 - Angle of incidence (\(\theta_1\)) = 20° - Right Medium: - Refractive index (\(n_2\)) = ? - Angle of refraction (\(\theta_2\)) = 14° **Diagram (b):** - Left Medium: - Refractive index (\(n_1\)) = 1.00 - Angle of incidence (\(\theta_1\)) = 30° - Right Medium: - Refractive index (\(n_2\)) = ? - Angle of refraction (\(\theta_2\)) = 20° **Diagram (c):** - Left Medium: - Refractive index (\(n_1\)) = ? - Angle of incidence (\(\theta_1\)) = 18° - Right Medium: - Refractive index (\(n_2\)) = 1.50 - Angle of refraction (\(\theta_2\)) = 10° **Diagram (d):** - Left Medium: - Refractive index (\(n_1\)) = ? - Angle of incidence (\(\theta_1\)) = 34.1° - Right Medium: - Refractive index (\(n_2\)) = 1.33 - Angle of refraction (\(\theta_2\)) = 25° Each diagram shows an arrow representing the direction of the light ray as it transitions between the two mediums, highlighting the change in angle due to refraction. The background colors differentiate the two mediums.
Transcribed Image Text:The image consists of four diagrams labeled (a), (b), (c), and (d). Each diagram depicts a light ray passing through the boundary between two different mediums, indicating the change in angle and index of refraction. **Diagram (a):** - Left Medium: - Refractive index (\(n_1\)) = 1.00 - Angle of incidence (\(\theta_1\)) = 20° - Right Medium: - Refractive index (\(n_2\)) = ? - Angle of refraction (\(\theta_2\)) = 14° **Diagram (b):** - Left Medium: - Refractive index (\(n_1\)) = 1.00 - Angle of incidence (\(\theta_1\)) = 30° - Right Medium: - Refractive index (\(n_2\)) = ? - Angle of refraction (\(\theta_2\)) = 20° **Diagram (c):** - Left Medium: - Refractive index (\(n_1\)) = ? - Angle of incidence (\(\theta_1\)) = 18° - Right Medium: - Refractive index (\(n_2\)) = 1.50 - Angle of refraction (\(\theta_2\)) = 10° **Diagram (d):** - Left Medium: - Refractive index (\(n_1\)) = ? - Angle of incidence (\(\theta_1\)) = 34.1° - Right Medium: - Refractive index (\(n_2\)) = 1.33 - Angle of refraction (\(\theta_2\)) = 25° Each diagram shows an arrow representing the direction of the light ray as it transitions between the two mediums, highlighting the change in angle due to refraction. The background colors differentiate the two mediums.
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