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Question 3
A student carried out an experiment to measure the focal length of a concave mirror. The student placed an object in front of the mirror so that a real image was for... show full transcript
Step 1
Answer
To draw the apparatus, include the following components:
Step 2
Answer
In the diagram:
Step 3
Answer
To locate the real image, the screen was adjusted until a clear (inverted) image was obtained. This was done by focusing the image formed by the concave mirror onto a screen. Adjust the position of the screen gradually until the image is sharpest, indicating the correct distance from the mirror.
Step 4
Answer
To calculate the focal length (f), we use the mirror formula:
rac{1}{f} = rac{1}{u} + rac{1}{v}
Using the data from the table:
For u = 20 cm, v = 65 cm: rac{1}{f} = rac{1}{20} + rac{1}{65} = rac{65 + 20}{1300} = rac{85}{1300} Thus, f = 15.29 cm.
For u = 30 cm, v = 32 cm: rac{1}{f} = rac{1}{30} + rac{1}{32} = rac{32 + 30}{960} = rac{62}{960} Thus, f = 15.48 cm.
For u = 50 cm, v = 23 cm: rac{1}{f} = rac{1}{50} + rac{1}{23} = rac{23 + 50}{1150} = rac{73}{1150} Thus, f = 15.75 cm.
Finally, to find the average focal length: f_{avg} = rac{15.29 + 15.48 + 15.75}{3} = 15.51 ext{ cm}
Step 5
Answer
The student repeated the experiment to ensure greater accuracy. Repeating the experiment helps to minimize errors, allowing for a more reliable result. This also aids in obtaining an average value from multiple trials, providing a better estimate of the focal length.
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