Angle of Deviation: Plane Mirror Reflection

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SUMMARY

The discussion clarifies the concept of the angle of deviation in the context of plane mirror reflection. It establishes that the angle of deviation (D) is calculated using the formula D = 180 - 2i, where 'i' represents the angle of incidence. The relationship between the angle of incidence and the angle of reflection is emphasized, confirming that for a plane mirror, the angle of reflection (r) equals the angle of incidence (i). Thus, the angle between the reflected ray and the incident ray is expressed as 180 - D.

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Perpendicular
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What is meant by angle between reflected ray and incident ray , the angle of deviation or the sum of angles of incidence and reflection ? ( For a plane mirror )
 
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The angle of deviation would be the angle D in the diagram.
It would be equal to 180 - (i+r)
Because r = i for a mirror then it could be expressed as
D = 180 - 2i

So the angle you refer to is 180 - D
deviation.png
 

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