If concave mirror produces a real image of magnification 'm and the focal length of the mirror is
than the object distance is
b) (m - 1)f/m c) (m-1) f
d) (m + 1) f/m
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0
Answer:
(m+1)f/m
Explanation:
For concave mirror, using sign convention,
magnification, m=
u
−v
(by definition)
Where, u and v are the distances of real object and real image.
Now, from the formula of concave mirror,
f
1
=
u
1
+
v
1
Or, −
f
1
=
−u
1
+
−mu
1
∴−
f
1
=−(
mu
m+1
)
∴u=(
m
m+1
)f.
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Explanation:
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