radius of curvature of a mirror is 24 cm name the kind of mirror and give the characteristics of image formed.
Answers
Answer:
Convex mirror
Explanation:
real and inverted as its positive number
Concept:
Spherical mirrors: A spherical mirror is a part of a hollow sphere, whose one side is silvered or coated with red oxide and another side is a reflecting surface. The spherical mirrors are of two types -
a) Convex mirror
b) Concave mirror
Sign convention for measuring distances and length for spherical mirrors:
(i) The pole of the mirror is taken as the origin and the principal axis as X-axis. A line passing through the pole and perpendicular to the principle axis is taken as Y-axis.
(ii) All lengths and distances are measured from the pole as follows -
a) Distances measured along the principal axis to the right of the pole (+ X-axis) are taken as positive and those to the left of the pole (- X-axis) are taken as negative.
b) Distances measured upward (+ Y-axis) from the principal axis are taken as positive and the distances measured downward (- Y-axis) from the principal axis are taken as negative.
Answer:
The radius of curvature of a mirror = 24 cm or + 24 cm
We know that the radius of curvature of the convex mirror is positive because it lies on the right side of the pole.
Hence, the mirror is a convex mirror and a convex mirror always forms virtual, erect and diminished image.
Kind of mirror - Convex mirror
Nature of image formed - Virtual, erect and diminished
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