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Q.

A convex lens is made up of four different materials. How many images does it form

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a

2

b

8

c

0

d

4

answer is B.

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Detailed Solution

A convex lens made of four different materials has multiple interfaces where refraction takes place due to the differing refractive indices of each material. Typically, a simple convex lens made of a single material forms one image of an object. However, when the lens has multiple layers of different materials, each interface can produce additional refracted rays leading to multiple images.

For a convex lens composed of four different materials, each interface between two adjacent materials can create an image. Since images can be formed at each refractive boundary due to the change in speed of light and bending of rays, the total number of images formed corresponds to the number of interfaces.

In this case, a lens with four different materials has three internal interfaces (between material 1 and 2, 2 and 3, and 3 and 4). Each boundary can generate one image, so in addition to the main image, multiple secondary images may appear.

Hence, such a lens can produce multiple images — generally equal to the number of materials present, here four images — corresponding to each refractive interface inside the lens. These images may vary in clarity and intensity, with the main image formed by the entire lens assembly and others being weaker or ghost images due to internal reflections.

This phenomenon is important in optical design, as unwanted multiple images can reduce the quality of optical instruments. Advanced lens coatings and material selections aim to minimize such effects. But theoretically, a convex lens with four different materials can form four distinct images.

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