A 2 cm high object is placed at a distance of 32 cm from a concave mirror. The image is real, inverted and 3 cm in size. Find the focal length of the mirror and the position where the image is formed?
Answers
Answered by
529
concave mirror:
u = -32 cm h = 2 cm h' = -3 cm image
m = h'/h = -3/2
m = -v/u = -3/2 => v = 3 u /2 = - 48 cm
1/f = 1/ u + 1/v
= -1/48 - 1/32 = - 5/96
f = - 19.2 cm
u = -32 cm h = 2 cm h' = -3 cm image
m = h'/h = -3/2
m = -v/u = -3/2 => v = 3 u /2 = - 48 cm
1/f = 1/ u + 1/v
= -1/48 - 1/32 = - 5/96
f = - 19.2 cm
kvnmurty:
click on red heart thanks above pls
Answered by
106
Given :-
u = - 32 cm
h = 2 cm
h' = - 3 cm
To Find :-
f = ?
Solution:-
m = - v/u = h'/h = - 3/2
- v/u = - 1.5
v = - 48
1/f = 1/v + 1/u
1/-48 + 1/-32 = 1/f
= - 5/96
f = - 19.2 cm
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