The angle of refraction in air is 60o .  Find the angle of refraction in the water (nplastic= 1.52)

College Physics
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Author:Raymond A. Serway, Chris Vuille
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The angle of refraction in air is 60o .  Find the angle of refraction in the water (nplastic= 1.52) (40.6o)

 

 

**Problem 3: Refraction Angle Calculation**

The angle of refraction in air is given as 60°. Determine the angle of refraction in the water. The refractive index of plastic (\(n_{plastic}\)) is 1.52, and the corresponding angle is 40.6°.

**Diagram Description:**

The diagram illustrates a rectangular block labeled "plastic" submerged in a medium where the top part is air and the bottom part is water. An arrow points from the air to the plastic, indicating the direction of refraction through the materials. The setup implies the use of Snell's Law to determine the change in refraction from air through plastic into water.
Transcribed Image Text:**Problem 3: Refraction Angle Calculation** The angle of refraction in air is given as 60°. Determine the angle of refraction in the water. The refractive index of plastic (\(n_{plastic}\)) is 1.52, and the corresponding angle is 40.6°. **Diagram Description:** The diagram illustrates a rectangular block labeled "plastic" submerged in a medium where the top part is air and the bottom part is water. An arrow points from the air to the plastic, indicating the direction of refraction through the materials. The setup implies the use of Snell's Law to determine the change in refraction from air through plastic into water.
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