Reason (R): Distance between an object and its real image formed by convex lens is minimum when magnification produced by the lens has minimum value.
Solution:
For a convex lens, the minimum distance between a real object and its real image is \(4f\), occurring when the object is placed at \(2f\). At this point, the magnification is \(|m|=1\). The minimum magnitude of magnification approaches zero as the object moves to infinity. Hence, both Assertion (A) and Reason (R) are false.
Leave a Reply