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An object of height 4 cm is placed at a distance of 15 cm in front of concave lens of power, -10 D. Find the size of the image.
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Answer:
1.6 cm
Explanation:
Given,
h₀=4 cm
u= -15 cm
f= 100/-10 cm= -10 cm
m=f/f+u= -10/-10-15 = -10/-25= -2/5
Since m=height of image/ height of object
-2/5= x/4
-8/5 cm=x
Therefore height of image is 1.6 cm and below the principal axis.
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