An object is placed at 12 cm distance from the pole of concave mirror and the image formed at 4 cm from the pole. Find the focal length
Answers
Answered by
1
Answer:
3cm
Explanation:
mirror formula=
1/f=1/v+1/u
1/f=1/4+1/12
f=3cm
Answered by
5
Solution :
As per the given data ,
- Image distance = - 12 cm
[ Distances are always measured from the pole of the mirror ]
- Image distance = + 4 cm
[ image can be formed on the same side as that of the object or on the opposite side ]
If ,
v = + 4 cm
By using mirror formula ,
➜ 1 / f = 1 1/ v + 1 / u
➜ 1 / f = 1/ 4 - 1 / 12
➜ 1 / f = 3 - 1 / 12
➜ 1 / f = 2 / 12
➜ f = 6 cm x
The focal length of a concave mirror cannot be positive .
Hence , the value of v must be - 4 i.e. the image is formed on the same side as that of the object .
As per the mirror formula ,
➜ 1 / f = 1/ v + 1 / u
➜ 1 / f = - 1/ 4 - 1 / 12
➜ 1 / f = -3 - 1 / 12
➜ 1 / f = - 4 / 12
➜ f = - 3 cm
The focal length of the concave mirror is - 3 cm
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