Explanation
$$\textbf{Correct option: Option (B).}$$
$$\textbf{Explanation:}$$
$$\bullet$$A real image is the image formed when the rays of light actually intersect after reflection or refraction. Thus, it can be captured on a screen.
$$\textbf{Thus, option (B) is correct.}$$
According to second Law of refraction, When incident ray, coming from one medium to the boundary of another medium, gets refracted, the ratio of the sine of angle of incidence i to the sine of angle of refraction r is always constant for a given wavelength of light.
This constant is the refractive index of second medium relative to the first medium.
This can be written as:
$$\dfrac{sin \ i}{sin \ r}= \ constant (\mu)$$
This is also known as Snell's law.
The center of the lens is called Optical Centre .This is a point on the principal axis of a lens through which light passes without any deviation, a ray of light passing through the optical center will not change its direction.
Correct answer is (B) plane
The first law of refraction states that the incident and refracted rays are in the same plane as the normal.
The normal line is to the surface of the mirror which makes a 90 degree angle to the mirror. The angle of incidence is the angle that the incident ray makes the normal and the angle of reflected angle that the reflected ray makes with the normal.
The Second Law of Refraction is also known as Snell’s Law of Refraction.
As per which the ratio of the sine of the angle of incidence and sine of the angle of refraction is always constant for the light of specific colour and for the pair of given media.
The constant is called refractive index of the second medium in relation to the first medium.
$$\dfrac { sin\ i }{ sin\ r } =constant$$
The correct option is (B).
The second law of reflection states that the incident ray, the refracted ray, and the normal at the point of incidence, all lie in the same plane.
Correct answer is (c)
The angle formed between the normal and refracted ray at the point of refraction is called angle of refraction.
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