The incident ray, reflected ray, and the outward drawn normal are denoted by the unit vectors \(\vec{a},\vec{b}\) and \(\vec{c}\) respectively, Then choose the correct relation for these vectors.
1. \( \vec{b}=\vec{a}+2 \vec{c} \)
2. \( \vec{b}=2 \vec{a}+\vec{c} \)
3. \( \vec{b}=\vec{a}-2(\vec{a} \cdot \vec{c}) \vec{c} \)
4. \( \vec{b}=\vec{a}-\vec{c} \)

Subtopic:  Reflection at Plane Surface |
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A point source of light \(S\), placed at a distance \(60\) cm in front of the centre of a plane mirror of width \(50\) cm, hangs vertically on a wall. A man walks in front of the mirror along a line parallel to the mirror at a distance \(1.2\) m from it (see in the figure). The distance between the extreme points where he can see the image of the light source in the mirror is:

 
1. \(150\) cm
2. \(300\) cm
3. \(450\) cm
4. \(600\) cm

Subtopic:  Reflection at Plane Surface |
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In the given diagram, find the distance (in cm) between 2nd and 3rd image formed left of mirror A.
Subtopic:  Reflection at Plane Surface |
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An object is placed in front of a plane mirror 12 cm away from it. The object is kept fixed while the plane mirror is shifted towards the object by a distance of 4 cm. The length of shift in the position of images is equal to:
1. 5 cm
2. 3 cm
3. 6 cm
4. 8 cm
Subtopic:  Reflection at Plane Surface |
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A ray of light is incident on a plane mirror as shown in figure. The deviation of ray (in degree and clockwise direction) is:

1. 180o
2. 600
3. 2400
4. 150o
Subtopic:  Reflection at Plane Surface |
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A point \(R\) is at \(( {5 \over 8}, {3 \over 8}, {1 \over 8})\) and a plane mirror is placed on \(\text {xy}\) plane such that normal to the plane mirror from \(R\) intersect at point \(P\) on mirror. Find the distance of the image formed by the mirror and the object.
1. \({1 \over 2}~ \text m\)
2. \({1 \over 4}~ \text m\)
3. \({1 \over 8} ~\text m\)
4. \(1 ~\text m\)
Subtopic:  Reflection at Plane Surface |
From NCERT
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