An object is kept at a distance of 5m in front of a spherical mirror, which forms its erect image at a distance of 2m from the mirror. What is the magnification? Is the mirror concave or convex?.
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u=-5 cm, f=10 cm
We know that
1/v + 1/u = 1/f
⇒ 1/v + 1/-5 = 1/10
⇒ 1/v = 1/20 + 1/5 = 3/10
∴v = 3/10 cm = 3.33 cm
The position of the image is 3.33 cm behind the convex mirror.
Magnification, m = – v/u = – 3.33/-5 =0.66
The image is virtual and erect.
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0
u=4m
v=1m
m=-v/u
by sign convention, u=-4m
m=1/4 =0.2
∵ The magnification is positive and virtual diminished, the mirror could be convex.
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