- AWater
- BOil
- CBoth oil $\ \&\ $ water
- ✓Neither oil nor water
The impression or sensation remains on the retina for about $1/16th$ of a second even after removal of the object.

Following the laws of reflection of light, in case $A,$ when a ray of light from the bulb strikes the mirror $M,$ it will get reflected back such that the angle of incidence is equal to the angle of reflection.
For a plane mirror, the image distance = object distance. Therefore, the image is formed at a distance of $10\ cm$ from the mirror on the other side.
According to the law of reflection, the angle of incidence is equal to the angle of reflection. If the incident ray makes an angle of $65$ degree with the surface of plane mirror, than the angle of incidence can be calculated as: angle of incidence $= 90 –$ angle made with the plane mirror $= 90 – 65 = 25$ degree. Since, the angle of incidence is equal to the angle of reflection, therefore the required angle of reflection $= 25$ degree.

Length of the plane mirror required is $H/ 2,$
$H =$ height of object.
When the rays of light, diverging from a point, after reflection or refraction actually converge at some other point then that point is real image of the object.







$\mu_1 \sin\text{i} = \mu_2 \sin\text{r};$
$\mu \sin\text{i} = \mu \sin\text{r};$


|
Angle of Incidence
|
Angle of reflection
|
|
$30^\circ $
|
$30^\circ $
|
|
Angle of Incidence
|
Angle of reflection
|
|
$30^\circ $
|
$60^\circ $
|
|
Angle of Incidence
|
Angle of reflection
|
|
$60^\circ $
|
$30^\circ $
|
|
Angle of Incidence
|
Angle of reflection
|
|
$60^\circ $
|
$60^\circ $
|
|
Angle of Incidence
|
Angle of reflection
|
|
$30^\circ $
|
$30^\circ $
|



When the rays of light, diverging from a point, after reflection or refraction, appear to diverge from another point, then the image so formed is called virtual image.
