Magnification=-di/do
where di = image distance,
do = object distance.
assuming a real image:
For real image magnification is positive
Magnification is 4, so di = 4do.
Now we can use
1/di + 1/do = 1/f
substitute di by 4do
1/(4do) + 1/do = 1/f
(1 + 4)/(4do) = 1/f
f = 4do/(1+4)
f = 4*2.74/5
f = 2.192 cm
assuming a virtual image: di = negative
- 1/(4do) + 1/do = 1/f
(-1 + 4)/(4do) = 1/f
f = 4do/3
f = 4*2.74/3
f = 3.653 cm
The nickel's image in the figure below has four times the diameter of the nickel when...
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I have the answers but need to see these worked out. Thanks!
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39 points I Previous Answers SerCP11 23.5.P046. An object is placed 17:4 cm from a first converging lens of focal length 11.9 cm. A second converging lens with focal length $.00 em is placed 10.0 cm to the right of the first converging ens (a) Find the position q1 of the image formed by the first converging lens. (Enter your answer to at least two decimal places.) X cm (b) How far from the second lens is the im 27.64...
need help with the first
range, for some reason I can't seem to solve for the correct
answer. Thanks!
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