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A thin convex lens made of crown glass with refractive index 3/2 has focal length f in air. If the same lens is immersed separately in two liquids of refractive indices 4/3 and 5/3, its focal lengths become f1 and f2, respectively. Which of the following correctly describes the relation among these focal lengths?
- f1 = f2 < f
- f1 is greater than f and f2 becomes negative
- f2 is greater than f and f1 becomes negative
- Both f1 and f2 become negative
Correct answer: f1 is greater than f and f2 becomes negative
Solution
When the lens is immersed in a liquid with a refractive index lower than that of the lens (like 4/3), its focal length increases, making f1 greater than f. However, when immersed in a liquid with a higher refractive index (5/3), the lens behaves as if it is diverging, resulting in a negative focal length for f2.
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