A concave lens forms the image of an object kept at a distance of 20cm in front of it at a distance of 10cm on the side of object fond the nature of image and the final length
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Getting the magnification:
(20cm)/(-10cm)=(img-obj)/(img-L)
=(img-L+L-obj)/(img-L)
=1-(obj-L)/(img-L)
= 1–1/M
-> M = 1/3
Getting the focal length/power
M=1-p(img-L)
1/3 = 1-p(-10cm)
p = -1/15cm
f = 1/p = -15cm
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