Which of the following statements is correct with respect to the mirror equation?
A. The center of curvature is equally spaced from the pole and radius of curvature
B. All distances must be measured from the mirror pole
C. All rays will deviate on the pole
D. Pole and focus are at the same point
Answer: Option B
Solution (By Examveda Team)
The mirror equation is given by:1/f = 1/v + 1/u
In this equation:
u = object distance
v = image distance
f = focal length
A fundamental rule of the mirror formula is that all these distances must be measured from a common reference point.
For spherical mirrors, the reference point is always the mirror pole (P).
This makes Option B correct.
Why other options are incorrect:
Option A is incorrect because the center of curvature is not “equally spaced”; it is located at a distance equal to the radius of curvature from the pole.
Option C is incorrect because rays do not necessarily strike or deviate at the pole.
Option D is incorrect because the pole and focus are different points; the focus lies at half the radius of curvature.
✔ Therefore, the correct statement is: All distances must be measured from the mirror pole.
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Comments (1)
Which combination of colour is the most convenient during day and night time?
A. Orange and blue
B. White and black
C. Yellow and blue
D. Red and green
Lenses with two focal lengths are used by persons suffering from . . . . . . . .
A. Myopia and hypermetropia
B. Myopia or hypermetropia
C. Myopia but not hypermetropia
D. Hypermetropia but not myopia
Which one of the following statements regarding lenses is not correct?
A. A convex lens produces both real and virtual images
B. A concave lens produces both real and virtual images
C. A convex lens can produce images equal, greater and smaller than the size of the object
D. A concave lens always produces images smaller than the size of the object
A. Both 1 and 2
B. Only 1
C. Only 2
D. Neither 1 nor 2

Y