A student is examining various objects with a diverging lens. The lens has a focal length of magnitude 15.6 cm. The lens is always held between the student's eye and the object under study. However, the distance between the lens and the object is different for each object that the student observes. Determine the image location and magnification for each of the following three objects. In addition, determine whether the image is real or virtual, whether it is upright or inverted, and whether it makes the object appear larger or smaller than actual size. (a) The object lies 31.2 cm behind the lens. Determine the image location. (Enter the magnitude in cm.) lal |ql cm = Determine the magnification. M = Select all of the following that apply to the image formed in part (a). Oreal O virtual O upright O inverted enlarged Oshrunken (b) The object lies 15.6 cm behind the lens. Determine the image location. (Enter the magnitude in cm.) 191[ = cm Determine the magnification. M = Select all of the following that apply to the image formed in part (b). O real virtual O upright inverted O enlarged Oshrunken (c) The object lies 7.80 cm behind the lens. Determine the image location. (Enter the magnitude in cm.) |ql = cm Determine the magnification. M =

Physics for Scientists and Engineers
10th Edition
ISBN:9781337553278
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter35: Image Fonnation
Section: Chapter Questions
Problem 48AP: Two converging lenses having focal lengths of f1 = 10.0 cm and f2 = 20.0 cm are placed a distance d...
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A student is examining various objects with a diverging lens. The lens has a focal length of magnitude 15.6 cm. The lens is always held between the student's eye and the object under study. However, the distance between the lens and the object is different for each object
that the student observes.
Determine the image location and magnification for each of the following three objects. In addition, determine whether the image is real or virtual, whether it is upright or inverted, and whether it makes the object appear larger or smaller than actual size.
(a) The object lies 31.2 cm behind the lens. Determine the image location. (Enter the magnitude in cm.)
|g| =
Determine the magnification.
M =
Select all of the following that apply to the image formed in part (a).
Oreal
O virtual
O upright
O inverted
O enlarged
Oshrunken
cm
(b) The object lies 15.6 cm behind the lens. Determine the image location. (Enter the magnitude in cm.)
|q|
=
M =
Determine the magnification.
cm
O virtual
O upright
O inverted
O enlarged
Oshrunken
Select all of the following that apply to the image formed in part (b).
Oreal
(c) The object lies 7.80 cm behind the lens. Determine the image location. (Enter the magnitude in cm.)
|g| =
cm
Determine the magnification.
M =
Transcribed Image Text:A student is examining various objects with a diverging lens. The lens has a focal length of magnitude 15.6 cm. The lens is always held between the student's eye and the object under study. However, the distance between the lens and the object is different for each object that the student observes. Determine the image location and magnification for each of the following three objects. In addition, determine whether the image is real or virtual, whether it is upright or inverted, and whether it makes the object appear larger or smaller than actual size. (a) The object lies 31.2 cm behind the lens. Determine the image location. (Enter the magnitude in cm.) |g| = Determine the magnification. M = Select all of the following that apply to the image formed in part (a). Oreal O virtual O upright O inverted O enlarged Oshrunken cm (b) The object lies 15.6 cm behind the lens. Determine the image location. (Enter the magnitude in cm.) |q| = M = Determine the magnification. cm O virtual O upright O inverted O enlarged Oshrunken Select all of the following that apply to the image formed in part (b). Oreal (c) The object lies 7.80 cm behind the lens. Determine the image location. (Enter the magnitude in cm.) |g| = cm Determine the magnification. M =
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