A light ray is incident on a glass sphere of reflective index `mu = sqrt3` at an angle of incidence `60^(@)` as shown in Fig. Find the angles r, `r^(')` e and the total deviation after two refractions.

A light ray is incident on a glass sphere at an angle of incidence 60^(@) as shown. Find the angles r, r', e and the total deviation after two refractions.

A light ray is incident on a glass sphere at an angle of incidence 60^(@) as shown. Find the angles r, r^(1) , e and the total deviation after two refractions.

A light ray is incident on a glass sphere at an angle of incidence 60^(@) as shown. Find the angles r, f^(1) , e and the total deviation after two refractions.

A ray enters a glass sphere of refractive index mu = sqrt3 at an angle of incidence of 60^@ , a ray is reflected and refracted at the farther surface of the sphere. The angle between the reflected and refracted rays at this surface is

Light incidence on a sphere of refractive index sqrt3 placed in a air as shown in Figure. Find the angle (theta) in degree between emergent ray and reflected ray.

Light incidence on a sphere of refractive index sqrt3 placed in a air as shown in Figure. Find the angle (theta) in degree between emergent ray and reflected ray.

A light ray is incident on a transparent sphere of index = sqrt(2) , at an angle of incidence = 45^(@) , What is the deviation of a tiny fraction of the ray, which enters the sphere, undergoes two internal reflections and then refracts out into air?

A light ray is incident on a transparent sphere of index = sqrt(2) , at an angle of incidence = 45^(@) , What is the deviation of a tiny fraction of the ray, which enters the sphere, undergoes two internal reflections and then refracts out into air?

A light ray is incident on a transparent sphere of index = sqrt(2) , at an angle of incidence = 45^(@) , What is the deviation of a tiny fraction of the ray, which enters the sphere, undergoes two internal reflections and then refracts out into air?