The diverging lens of the figure produces an image of an object to the left of the lens and 5.00 cm away from the center of the lens. The refracting index of the lens is 1.50. The magnitude of the focal length of the lens is 12.0 cm and the radius of curvature R1 is 15.0 cm. A.) Calculate the radius of curvature R2 of the lens. Show your work. B.) Fill in the following table with the focal length of the lens, the distance of the image and the distance of the object (you have to calculate that) with the correct signs!
The diverging lens of the figure produces an image of an object to the left of the lens and 5.00 cm away from the center of the lens. The refracting index of the lens is 1.50. The magnitude of the focal length of the lens is 12.0 cm and the radius of curvature R1 is 15.0 cm. A.) Calculate the radius of curvature R2 of the lens. Show your work. B.) Fill in the following table with the focal length of the lens, the distance of the image and the distance of the object (you have to calculate that) with the correct signs!
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1.)The diverging lens of the figure produces an image of an object to the left of the lens and 5.00 cm away from the center of the lens. The refracting index of the lens is 1.50. The magnitude of the focal length of the lens is 12.0 cm and the radius of curvature R1 is 15.0 cm.
A.) Calculate the radius of curvature R2 of the lens. Show your work.
B.) Fill in the following table with the focal length of the lens, the distance of the image and the distance of the object (you have to calculate that) with the correct signs!
| f | s | s' |
C.) Is the object to the left or to the right of the lens? (Select one.)
D.) Is the image formed by the lens upright or inverted compared to the object? (Select one.)
Transcribed Image Text:R1
R2
0 2
4
8
10
12
14
16
18
20
22 (cm)
Image
6.
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