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For the image you uploaded, it shows two problems related to optics and refraction of light. Here's a breakdown of the questions:

### Problem 13:
It involves light passing through three media (A, B, C). You need to:
- **(a)** Arrange the refractive indices of the media.
- **(b)** Arrange the speeds of light in these media.

### Problem 14:
A diver looks upwards from underwater, and you need to:
- **(a)** Calculate the angle \( \theta \).
- **(b)** Find the diameter \( D \).
- **(c)** Determine how the diameter changes if the diver goes 2m deeper.

Would you like me to delve into solving one or both of these problems? 

Here are some related questions to deepen understanding:
1. How is the refractive index related to the speed of light in a medium?
2. What formula connects the angle of refraction with the refractive index?
3. Why does light bend when it passes between different media?
4. How does depth affect the view under water in such optical problems?
5. What physical principles govern the formation of a mirage in the real world?

**Tip:** Always remember that light travels slower in a medium with a higher refractive index.

Problem 13: Light travels through three media (A, B, and C), arrange the refractive indices and speeds of light in ascending order. Problem 14: A diver looks upwards underwater, and the problem asks to calculate the angle θ, find the diameter D, and how the diameter changes if the diver dives deeper.

Solve problems related to light refraction in three media and a diver's view underwater. This includes arranging refractive indices, calculating the angle θ, and determining how diameter D changes with depth. Suitable for high school students studying physics.

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