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Question: Name the spherical mirror which converges the beam of light incident on it. Justify your answer by d...

Name the spherical mirror which converges the beam of light incident on it. Justify your answer by drawing a ray diagram.

Explanation

Solution

A mirror is a flat surface that reflects light in a regular pattern. The reflection of light creates a clear image of an item put in front of a mirror. A mirror is a reflecting surface that is flat and well-polished. A mirror creates an image when it reflects light.
Light may be reflected and reconvened to create pictures in physics mirrors. Concave and convex mirrors are two different types of mirrors with differing features. The actual image and the virtual image are two sorts of images created by mirrors.

Complete step-by-step solution:
When a hollow spherical is divided into pieces and the exterior surface of each cut portion is painted, it forms a mirror, with the inner surface reflecting the light. A concave mirror is the name for this sort of mirror. When light strikes and reflects back from the concave mirror reflecting surface, it converges at a point. As a result, it's also called a converging mirror.
An enlarged and simulated picture is generated when the concave mirror is put extremely close to the item.
When the distance between the item and the mirror is increased, however, the size of the image decreases and a true picture is generated.
The concave mirror may produce a little or big picture, which can be real or virtual.

After reflection, parallel rays emanating from the object converge at the primary focus, F, of a concave mirror. As a result, the picture will develop at F when the item is at infinity.
Image properties include: Real and inverted, point sized, highly decreased.
Note: Because they tend to gather light that falls on them, directing parallel incoming rays toward a focus, these mirrors are referred to as "converging mirrors." Because the normal to the mirror surface varies at different points on the mirror, light is reflected at varying angles at different points.