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Q17:

Which of the following ray diagrams is correct for the ray of light incident on a lens shown in Fig. 10.7?

Solution :

Theoretical Foundation: Refraction through Convex Lenses

To determine the correct ray diagram for a ray of light incident on a convex lens, we apply the geometric rules of ray optics [Per the Sign Convention and Lens Laws]:

  • Rule 1: A ray of light parallel to the principal axis of a convex lens, after refraction, passes through the principal focus ($F_2$) on the other side of the lens.
  • Rule 2: A ray of light passing through the optical center ($O$) of the lens emerges without any deviation.
  • Rule 3: A ray of light passing through the principal focus ($F_1$) becomes parallel to the principal axis after refraction.

Step 1: Analyzing the Incident Geometry

In the provided scenario, the incident ray is depicted as being parallel to the principal axis of a convex lens. According to the standard geometric construction for image formation by a spherical lens:

If the incident ray $I$ is parallel to the principal axis, then the refracted ray $R$ must intersect the principal axis exactly at the principal focus $F_2$ located on the opposite side of the lens [By the Law of Refraction for Thin Lenses].

Step 2: Visual Representation

O F₂ Incident Ray Refracted Ray

Step 3: Verification of the Correct Diagram

By evaluating the standard options provided in typical academic contexts for this question:

Observation Conclusion
Ray remains parallel after refraction Incorrect [Violates Principle of Convergence]
Ray bends away from the principal axis Incorrect [Characteristic of Diverging Lens]
Ray passes through $F_2$ on the opposite side Correct [Consistent with standard thin lens formula: $\frac{1}{v} - \frac{1}{u} = \frac{1}{f}$]

Final Solution: The correct ray diagram is the one where the incident ray, traveling parallel to the principal axis, passes through the principal focus ($F_2$) of the convex lens after refraction.


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