A ray of light is incident on a plane mirror along a vector i + j-k. The normal on incidence
point is along the vector i +). The unit vector along reflected ray is ê, = xi + y + zk. Find the
value of /
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Reflection of a ray of light is just like an elastic collision of a ball with a horizontal <br>ground. Component of incident ray along the inside normal gets reversed while the component<br>perpendicular to it remains unchanged.Thus ,the component of incident ray vector
parallel to normal , i.e.
gets reversed while perpendicular to it ,i.e,
remain unchanged <br>Thus , the reflected ray can be written as <br>
<br> :. A unit vector along the reflected ray will be <br>
<br> or,
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