Keeping the incident ray fixed, if a plane mirror is rotated through an angle theta about an axis lying in its plane, then the reflected ray turns through an angle
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Given :
Angle of rotation of plane mirror = ∅
To Find :
The deflection angle of the reflected ray
Solution :
- Let, The angle of incidence = γ
- As the mirror is rotated through an angle ∅ the angle of incidence and angle of reflection also rotates by ∅
- Angle of incidence = γ + ∅
- For a plane mirror Angle of incidence is equal to Angle of reflection
- Angle of reflection = ∅ + (γ + ∅)
=2∅ + γ
The reflected ray turns through an angle of 2∅
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