An object of 2cm height is placed at a distance of 12cm from a concave mirror which produces a real image of 4cm height. find the image distance
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Given:
Height of the object (h) = 2 cm
Distance of the object from the concave mirror (u) = -12 cm
Height of the image (h') = -4 cm
To find:
The distance of the image (v) from the concave lens.
Solution:
We know that the formula for magnification can be written as:
m= h'/h or m= -v/u
Hence h'/h = -v/u
v = -u × h' /h
= -(-12) × (-4)/2
= -24 cm
Thus the distance of the image from the concave lens is -24 cm.
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