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Question
A student placed a candle flame at different distances from a convex lens and focused its image on a screen. He recorded his observation in tabular form as given below:
S. No. | Distance of flame from the lens (cm) |
Distance of the image from the lens |
1 | − 90 | +18 |
2 | −60 | +20 |
3 | −40 | +24 |
4 | −30 | +30 |
5 | −24 | +40 |
6 | −20 | +60 |
7 | −18 | +90 |
8 | −12 | +120 |
Analyse the observation table and on the basis of your analysis only, answer the following questions (without doing any calculations):
- What is the focal length of the convex lens used? Give reason to justify your answer.
- Which one of the sets of observations is not correct and why?
- Draw ray diagram to show image formation for any correct set of observation.
Diagram
Very Long Answer
Solution
- When the object (flame) is positioned at -20 cm in the table, the opposite picture is created at +60 cm. This indicates that 20 cm is near the convex lens's focal length since objects positioned outside of 2F create genuine, inverted, and reduced pictures between F and 2F.
- The observation (S.No. 8: object at -12 cm, image at +120 cm) is incorrect. The convex lens creates a virtual, upright, and enlarged image on the same side as the object when it is positioned at a distance shorter than the focal length (F), such as 12 cm < 20 cm. But according to the provided table, the picture is at +120 cm, which defies the expected behaviour because in this situation, a true image shouldn't appear.
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