[" Find the region on "Y" axis in which reflected rays are present.Source is at "],[A(2,0)" and "MN" is a plane mirror,as shown."]

Find the region on Y-axis in which reflected rays are present. Object ia at A(2,0) and MN is a plane mirror, as shown in Figure.

Find the region on Y-axis in which reflected rays are present. Object ia at A(2,0) and MN is a plane mirror, as shown in Figure.

Which one of the following is the correct angle between the incident and reflected rays when a ray of light incident normally on a plane mirror?

Figure. Shows a point object A and a plane mirror MN. Find the position of the image of object A, in mirror MN, by drawing ray diagram. Indicate the region in which the observer's eye must be present in order to view the image. (This region is called field of view.)

Figure. Shows a point object A and a plane mirror MN. Find the position of the image of object A, in mirror MN, by drawing ray diagram. Indicate the region in which the observer's eye must be present in order to view the image. (This region is called field of view.)

A light ray is incident on a plane mirror, which after getting reflected strikers another plane mirror, as shwon in figure. The angle between the two mirrors is 60^(@) . Find the angle 'theta' shown in figure.

A light ray is incident on a plane mirror, which after getting reflected strikers another plane mirror, as shwon in figure. The angle between the two mirrors is 60^(@) . Find the angle 'theta' shown in figure.

Interference effects are produced at point P on a screen as a result of direct rays from a 500 nm source and reflected rays from a mirror, as shown in figure. If the sources is 100m to the left of the screen and 1.00 cm above the mirror, find the distance y (in milimeters) to the first dark band above the mirror.

Interference effects are produced at point P on a screen as a result of direct rays from a 500 nm source and reflected rays from a mirror, as shown in figure. If the sources is 100m to the left of the screen and 1.00 cm above the mirror, find the distance y (in milimeters) to the first dark band above the mirror.