Through what angle a mirror is rotated about an axis passing through the point of incidence and in the plane of mirror so that the reflected ray is rotated through an angle of 40°.
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The reflected ray is rotated by twice the angle
Explanation:
- On rotating the plane mirror , the angle of incidence ( i ) now becomes (2i) . So it basically because double the original incident angle.
- The reflected ray will be rotated through an angle 2r, where r is the initial angle of reflection.
- Therefore in this case , the reflected ray will be rotated through an angle , °.
- Answer will be ° .
- An image has been attached for better understanding of how the reflected angle should become twice the initial angle of reflection.
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