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O-LevelPhysicsLight5054/22 · Oct/Nov 2024 · Q59 Marks

Some glass lenses are converging lenses, and others are diverging lenses.

  1. (a)Draw the cross-section of a diverging lens.[1]
  2. (b)(i)Fig. 5.1 shows the cross-section of a converging lens, the principal axis and the two principal focuses (focal points) F₁ and F₂ on a full-scale grid. [Figure 5.1] A student places an object of height 2.1 cm at a distance of 3.0 cm from the centre of the lens. Using Fig. 5.1, determine the focal length of the lens. focal length = ........................................................... cm[1]
  3. (b)(ii)On Fig. 5.1, draw a vertical arrow of height 2.1 cm that is 3.0 cm from the centre of the lens and label the arrow O. The arrow is the object.[1]
  4. (b)(iii)On Fig. 5.1, draw two rays from the tip of the object arrow to find the tip of the image. Draw another arrow to show the image.[3]
  5. (b)(iv)Using the image marked on Fig. 5.1 in (b)(iii), determine the linear magnification produced. magnification = ........................................................[2]
  6. (b)(v)Explain whether the image of the object is real or virtual.[1]

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Mark scheme

Marking points from the official mark scheme (Oct/Nov 2024). The mark or mark type is shown in brackets.

  1. [1] a drawn lens that is thinner at the middle (than at the edges)
  2. [1] 1.8 (cm)
  3. [1] vertical arrow of height 2.1 cm drawn 3.0 cm from lens (and labelled O)
  4. [2] any two from: paraxial ray from tip of object to lens that then refracts through F₂; ray from tip of object, straight through and past optical centre; ray from tip of object through F₁ to lens that then emerges paraxially
  5. [1] image drawn from (sensible) intersection to principal axis
  6. [1] (linear magnification =) hᵢ / hₒ or height of candidate's image / 2.1 (cm)
  7. [1] 1.2 < magnification < 1.8
  8. [1] real and formed by converging light / rays

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About this question

Topic
Light, O-Level Physics (syllabus 5054). Structured question, 9 marks.
Source
O-Level Physics, Oct/Nov 2024 Paper 2 Variant 2, question 5.

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