A concave mirror forms a real image of an object at a distance of 30 cm from the mirror, when it is kept at a distance of 50 cm from the mirror. Then find the magnification of mirror. *
Answers
Answer:
- 90 is the Answer
Step-by-step explanation:
u=−30cm and magnification m=(−v/u)=−3 so v=(3u)
image is real so m should be negative v should be negative so v=−90cm
putting the above values of v and u in the Mirror equation,
f
1
=
u
1
+
v
1
we get focal length f=−22.5cm and image position v=−90......
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Answer:
Given:-
A real image is formed in the mirror, so it is concave mirror.. so the image distance, object distance and focal length all will be in minus values.
Let image distance be u = -30cm
Let object distance be v = -50cm
magnification of a mirror = image distance/object distance
i.e. -v/u = 50/-30 => -5/3
So the image formed is 5/3 times bigger than the size of the object.....
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