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Q33(c):
Draw ray diagrams showing the image formation by a concave lens when an object is placed (c) beyond twice the focal length of the lens

Solution :

Step 1: Theoretical Foundation & Sign Convention

A concave lens is a diverging lens. For any real object placed at a distance $u > 2F_1$ from a concave lens, the image formed is always virtual, erect, and diminished. The image is formed between the optical center ($O$) and the focus ($F_1$) on the same side as the object [Per the Sign Convention for Spherical Lenses].

Step 2: Defining Ray Diagram Parameters

  • Optical Center ($O$): The geometric center of the lens.
  • Principal Axis: The horizontal line passing through $O$, $F_1$, and $2F_1$.
  • Object ($AB$): Placed at a distance greater than $2F_1$.
  • Ray 1: Parallel to the principal axis, which appears to diverge from the focus ($F_1$).
  • Ray 2: Passing through the optical center ($O$), which travels undeviated.

Step 3: Ray Diagram Construction

2F₁ F₁ O F₂ A B A' B'

Step 4: Analytical Summary of Image Properties

Property Description
Position Between $O$ and $F_1$
Nature Virtual and Erect
Size Diminished

Final Solution: When an object is placed beyond $2F_1$ in front of a concave lens, the image is formed between the optical center ($O$) and the focus ($F_1$) on the same side as the object; the image is virtual, erect, and diminished in size.


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