The correct option is
B False
The plane mirror when incident with ray of light at an angle, it reflects the ray at the same angle. But when the mirror is rotated by an angle of θ, ray reflected will have twice the angle as 2 θ, because of the following reason,
As we know, Angle of incidence = Angle of reflection
Assume ,
Angle of incidence = Angle of reflection = ∠ λ - {i}
Therefore when plane mirror is rotated by θ angle, the normal is moved by θ angle and angle of incidence, so angle of incidence 2 will now becomes –
Angle of incidence =∠ λ + ∠θ
So, Angle of reflection will now be :-
Angle of reflection =∠θ + ∠ λ + ∠θ
Angle of reflection = 2∠θ+λ - {ii}
Subtracting equation {i} from {ii}, we get
The reflected ray turns by 2∠θ.