Refer to diagram 7. A ray of light traveling horizontally through a liquid of index of refraction 1.2 hits a spherical air bubble (n = 1.000) of radius 2.16 cm, at distance h = 9.15 mm above the horizontal diameter of the bubble. Find the angle of refraction, in degrees, of the ray as it leaves the bubble.

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**Refer to diagram 7.**

A ray of light traveling horizontally through a liquid of index of refraction 1.2 hits a spherical air bubble (\(n = 1.000\)) of radius 2.16 cm, at a distance \(h = 9.15\) mm above the horizontal diameter of the bubble. Find the angle of refraction, in degrees, of the ray as it leaves the bubble.

**HINT:** The trick is to remember the theorems about circles and triangles!
Transcribed Image Text:**Refer to diagram 7.** A ray of light traveling horizontally through a liquid of index of refraction 1.2 hits a spherical air bubble (\(n = 1.000\)) of radius 2.16 cm, at a distance \(h = 9.15\) mm above the horizontal diameter of the bubble. Find the angle of refraction, in degrees, of the ray as it leaves the bubble. **HINT:** The trick is to remember the theorems about circles and triangles!
**Diagram 7 Description**

This diagram illustrates a white circle with radius \( R \) located within a rectangular yellow background. A black line enters from the left, approaching the circle and then slightly bends upward as it exits on the right. 

- The line represents a pathway that seems to change direction upon encountering the circle, suggesting interaction.
- The initial portion of the line, before it meets the circle, is horizontal.
- Above this horizontal section, a vertical arrow is labeled \( h \), suggesting a measurement or distance from the path to the top edge of the rectangle.
- Above the path, perpendicular to the horizontal segment, a small arrow points vertically upward and is labeled \( n \).
- The curvature of the line implies an alteration (possibly deflection or refraction) at the boundary of the circle, which can represent a lens or any object affecting the trajectory.

This diagram might be used to demonstrate principles related to optics, such as the behavior of light as it passes through or near an object with a different medium.
Transcribed Image Text:**Diagram 7 Description** This diagram illustrates a white circle with radius \( R \) located within a rectangular yellow background. A black line enters from the left, approaching the circle and then slightly bends upward as it exits on the right. - The line represents a pathway that seems to change direction upon encountering the circle, suggesting interaction. - The initial portion of the line, before it meets the circle, is horizontal. - Above this horizontal section, a vertical arrow is labeled \( h \), suggesting a measurement or distance from the path to the top edge of the rectangle. - Above the path, perpendicular to the horizontal segment, a small arrow points vertically upward and is labeled \( n \). - The curvature of the line implies an alteration (possibly deflection or refraction) at the boundary of the circle, which can represent a lens or any object affecting the trajectory. This diagram might be used to demonstrate principles related to optics, such as the behavior of light as it passes through or near an object with a different medium.
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