The radius of curvature of the curved mirror is 200 m and the plane mirror is rotated at 20 rev/s. Calculate the angles in degree between the ray incidents on the plane mirror and then reflected from it after the light has traveled to the curved mirror and back to the plane mirror (please mention the process also and no worthless answers )
Answers
Answer:
The angle at which a ray is incident is same as the angle at which the rays gets reflected.
The angle at which a ray is incident is same as the angle at which the rays gets reflected.So, angle between the incident ray and the reflected ray= 2( angle of incidence)
The angle at which a ray is incident is same as the angle at which the rays gets reflected.So, angle between the incident ray and the reflected ray= 2( angle of incidence)=2×50o
The angle at which a ray is incident is same as the angle at which the rays gets reflected.So, angle between the incident ray and the reflected ray= 2( angle of incidence)=2×50o=100o
Answer:
The angle at which a ray is incident is same as the angle at which the rays gets reflected.
The angle at which a ray is incident is same as the angle at which the rays gets reflected.So, angle between the incident ray and the reflected ray= 2( angle of incidence)
The angle at which a ray is incident is same as the angle at which the rays gets reflected.So, angle between the incident ray and the reflected ray= 2( angle of incidence)=2×50o
The angle at which a ray is incident is same as the angle at which the rays gets reflected.So, angle between the incident ray and the reflected ray= 2( angle of incidence)=2×50o=100o