**Refraction and Dispersion Through Prisms and Water** **Problem 8:** Light strikes a 70° glass prism (refractive index \( n = 1.51 \)) with an angle of incidence of 50.0°. Calculate the angle that the light leaves the prism. (Answer: 73.9°) *Diagram:* A glass prism is depicted with a light ray entering at an angle, bending inside the prism, and exiting at an unknown angle after passing through the prism. **Problem 9:** Light is incident on an equilateral Lucite prism (refractive index \( n = 1.5 \)) at an angle of 35°. Calculate the angle that the light leaves the prism. (Answer: 66°) *Diagram:* An equilateral prism is shown with a light ray entering at a given angle and exiting at an unknown angle. **Problem 10:** Freddie the fish shines his flashlight upward from underwater. - **A.** If Freddie shines his flashlight at an incident angle of 20°, at what angle does the light leave the water? (Answer: 27°) - **B.** Beyond what critical angle will the light no longer be able to leave the water? (Answer: 48.8°) **Problem 11:** From inside an aquarium, a ray of light is directed at the glass so that the angle of incidence in water is 30°. - **(a)** Determine the angle of refraction when the ray emerges from the glass into the air. - **(b)** If the angle of incidence in the water is 52°, at what angle will the rays emerge from the glass? (Answer: 42°, no ray emerges) *Diagram:* It illustrates the layers of water (\( n = 1.33 \)), glass (\( n = 1.50 \)), and air (\( n = 1.00 \)). A ray of light is shown refracting at the interface between each medium.

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**Refraction and Dispersion Through Prisms and Water**

**Problem 8:**
Light strikes a 70° glass prism (refractive index \( n = 1.51 \)) with an angle of incidence of 50.0°. Calculate the angle that the light leaves the prism. (Answer: 73.9°)

*Diagram:* A glass prism is depicted with a light ray entering at an angle, bending inside the prism, and exiting at an unknown angle after passing through the prism.

**Problem 9:**
Light is incident on an equilateral Lucite prism (refractive index \( n = 1.5 \)) at an angle of 35°. Calculate the angle that the light leaves the prism. (Answer: 66°)

*Diagram:* An equilateral prism is shown with a light ray entering at a given angle and exiting at an unknown angle.

**Problem 10:**
Freddie the fish shines his flashlight upward from underwater.
- **A.** If Freddie shines his flashlight at an incident angle of 20°, at what angle does the light leave the water? (Answer: 27°)
- **B.** Beyond what critical angle will the light no longer be able to leave the water? (Answer: 48.8°)

**Problem 11:**
From inside an aquarium, a ray of light is directed at the glass so that the angle of incidence in water is 30°.
- **(a)** Determine the angle of refraction when the ray emerges from the glass into the air.
- **(b)** If the angle of incidence in the water is 52°, at what angle will the rays emerge from the glass? (Answer: 42°, no ray emerges)

*Diagram:* It illustrates the layers of water (\( n = 1.33 \)), glass (\( n = 1.50 \)), and air (\( n = 1.00 \)). A ray of light is shown refracting at the interface between each medium.
Transcribed Image Text:**Refraction and Dispersion Through Prisms and Water** **Problem 8:** Light strikes a 70° glass prism (refractive index \( n = 1.51 \)) with an angle of incidence of 50.0°. Calculate the angle that the light leaves the prism. (Answer: 73.9°) *Diagram:* A glass prism is depicted with a light ray entering at an angle, bending inside the prism, and exiting at an unknown angle after passing through the prism. **Problem 9:** Light is incident on an equilateral Lucite prism (refractive index \( n = 1.5 \)) at an angle of 35°. Calculate the angle that the light leaves the prism. (Answer: 66°) *Diagram:* An equilateral prism is shown with a light ray entering at a given angle and exiting at an unknown angle. **Problem 10:** Freddie the fish shines his flashlight upward from underwater. - **A.** If Freddie shines his flashlight at an incident angle of 20°, at what angle does the light leave the water? (Answer: 27°) - **B.** Beyond what critical angle will the light no longer be able to leave the water? (Answer: 48.8°) **Problem 11:** From inside an aquarium, a ray of light is directed at the glass so that the angle of incidence in water is 30°. - **(a)** Determine the angle of refraction when the ray emerges from the glass into the air. - **(b)** If the angle of incidence in the water is 52°, at what angle will the rays emerge from the glass? (Answer: 42°, no ray emerges) *Diagram:* It illustrates the layers of water (\( n = 1.33 \)), glass (\( n = 1.50 \)), and air (\( n = 1.00 \)). A ray of light is shown refracting at the interface between each medium.
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