Pole of a mirror
Trending Questions
When a mirror is rotated through an angle θ, the reflected ray from it turns through an angle of
θ
θ/2
2è
none of the above
Define principal axis of a spherical mirror.
Question 16
Which of the following ray diagrams is correct for the ray of light incident on a concave mirror as shown in figure 10.6?
(a) Fig. A
(b) Fig. B
(c) Fig. C
(d) Fig. D
Sunlight is incident on a concave mirror parallel to its principal axis. The image of the sun is formed 15 cm from the pole. Calculate the radius of curvature of the mirror.
Define principal focus of a spherical mirror.
When an object is placed between F and C of a concave mirror, the image is formed....................
Define the following Principal axis.
The laws of reflection hold good for
(a) plane mirror only
(b) concave mirror only
(c) convex mirror only
(d) all mirrors irrespective of their shape
Define:
(a) Radius of curvature of spherical mirror
(b) Focal length of spherical mirror.
- False
- True
According to the new cartesian sign convention, which of the following is taken as origin?
Focus
Centre of curvature
Pole of the mirror
Any point on the principal axis
- +5D
- +0.5D
- +2D
- -2D
- Focal length
- Diameter
- Principal axis
- Optical center
A ray of light incident on the optical centre of a spherical lens, after refraction passes through:
Principal focus
Optical centre
Radius of curvature
Twice the focal length
- zero
- negative
- infinite
- finite
- Centre of curvature
- Radius of curvature
- Focus
- Pole
The laws of reflection hold good for
(a) plane mirror only
(b) concave mirror only
(c) convex mirror only
(d) all mirrors irrespective of their shape
- radius of curvature
- focal length
- object distance
- image height
The rays which are parallel to the principal axis of a concave mirror on reflection, meet at ____
- Centre of curvature
- Pole of the mirror
- Any point on the principal axis
- Focus
For a spherical mirror, the relation between focal length and radius of curvature is given by ____
- True
- False
- True
- False