A compound lens system consists of two converging lenses, one at z 20.0 cm with focal length TERKILE f f1=+10.0 cm, and the other at r= 120.0 cm with focal length f2 = +8.00 cm. (Figure 1)An object 1.00 centimeter tall is placed at 50.0 cm. hu ERSTE

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Chapter1: Units, Trigonometry. And Vectors
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<Ch 23 HW
Item 41
<
Constants
Part B
STANDES
De
How tall is the image?
lenses, one at
A compound lens system consists of two converging
20.0 cm with focal length
f₁=+10.0 cm, and the other at r=20.0 cm with
centimeter tall is placed at
focal length f₂ = +8.00 cm. (Figure 1) An object 1.00
50.0 cm.
fraction.
Express your answer in centimeters, to three significant figures or as a
TEHNT
▶ View Available Hint(s)
IVE ΑΣΦ
A C
?
Yim =
-
cm
Figure
1 of 1
Submit
Part C Complete previous part(s)
-20.0 cm and replace
Now remove the two lenses at x = +20.0 cm and x =
them with a single lens of focal length f3 at x = 0. We want to choose this new lens
so that it produces an image at the same location as before.
Part D
What is the focal length of the new lens at the origin?
fraction.
Express your answer in centimeters, to three significant figures or as a
F9
F10
F11
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P
@
2
W
F2
#
3
20
E
F3
$
4
000
000
R
f
F4
%
5
F5
funzi..
MacBook Air
F6
^
6
Y
7
F7
US
*
8
▶11
F8
9
0
U★
41 of 59
F12
Transcribed Image Text:dit Courses urse Home llabus cores dy Area cument Sharing er Settings urse Tools View History Bookmarks Profiles Tab Window Help Course Home + openvellum.ecollege.com/course.html?courseld=17239825&OpenVellumHMAC-ad8b0ee91e4935a28c7c784bacb09b16#10001 <Ch 23 HW Item 41 < Constants Part B STANDES De How tall is the image? lenses, one at A compound lens system consists of two converging 20.0 cm with focal length f₁=+10.0 cm, and the other at r=20.0 cm with centimeter tall is placed at focal length f₂ = +8.00 cm. (Figure 1) An object 1.00 50.0 cm. fraction. Express your answer in centimeters, to three significant figures or as a TEHNT ▶ View Available Hint(s) IVE ΑΣΦ A C ? Yim = - cm Figure 1 of 1 Submit Part C Complete previous part(s) -20.0 cm and replace Now remove the two lenses at x = +20.0 cm and x = them with a single lens of focal length f3 at x = 0. We want to choose this new lens so that it produces an image at the same location as before. Part D What is the focal length of the new lens at the origin? fraction. Express your answer in centimeters, to three significant figures or as a F9 F10 F11 JBE P @ 2 W F2 # 3 20 E F3 $ 4 000 000 R f F4 % 5 F5 funzi.. MacBook Air F6 ^ 6 Y 7 F7 US * 8 ▶11 F8 9 0 U★ 41 of 59 F12
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