In the above question, if the rays were to converge beyond C, then find the nature of final image formed.

Options

A. real
B. virtual
C. erect
D. inverted

Explanation

To solve the problem regarding the nature of the final image formed when the rays converge beyond point C in a geometrical optics scenario, we can follow these steps:

### Step-by-Step Solution:

1. **Understand the Setup**: In a lens or mirror system, point C is the center of curvature, and point F is the focal point. When rays converge beyond C, it implies that the object is placed between F and C.

2. **Identify the Image Characteristics**: When the object is placed between F and C, the rays of light that are parallel to the principal axis converge after passing through the lens or reflecting off the mirror.

3. **Determine the Image Position**: Since the rays converge beyond C, the image will be formed on the opposite side of the object. This indicates that the image is real.

4. **Analyze the Image Orientation**: The image formed in this scenario is inverted. This is a common characteristic of real images formed by converging rays.

5. **Assess the Size of the Image**: When the object is between F and C, the image formed is diminished, meaning it is smaller than the object.

6. **Conclude the Nature of the Image**: Based on the above analysis, the final image formed when the rays converge beyond C is real, inverted, and diminished.

### Final Answer:
The nature of the final image formed when the rays converge beyond C is that it is **real, inverted, and diminished**.