a object of height 1.2is placed before a concave mirror of focal length 20 cm so that a real image is formed at a distance of 60cm from it find tha position of an object.what will be the height of the image formed
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2
Heya,
According to the question,
Height of objects(h) = 1.2 cm
Focal length of concave mirror (f) = -20cm
Image distance (v) = 60cm
Object distance (u) = ?
Height of image (h1) = ?
Mirror formula ;
1/u + 1/v = 1/f
1/u = 1/f - 1/v
1/u = -1/20 - 1/60
1/u = (-3 - 1)/60
u = -60/4
u = -15
So, object distance (u) = -15cm
Magnification of mirror:
h1/h = v/u
h1 = hv/u
h1 = 1.2×60/-15
h1 = -1.2×4
h1 = -4.8
So, image height(h1) = -4.8cm
Hope this helps....:)
According to the question,
Height of objects(h) = 1.2 cm
Focal length of concave mirror (f) = -20cm
Image distance (v) = 60cm
Object distance (u) = ?
Height of image (h1) = ?
Mirror formula ;
1/u + 1/v = 1/f
1/u = 1/f - 1/v
1/u = -1/20 - 1/60
1/u = (-3 - 1)/60
u = -60/4
u = -15
So, object distance (u) = -15cm
Magnification of mirror:
h1/h = v/u
h1 = hv/u
h1 = 1.2×60/-15
h1 = -1.2×4
h1 = -4.8
So, image height(h1) = -4.8cm
Hope this helps....:)
Answered by
0
1/f = 1/v + 1/u
1/u = -1/20 - 1/60
1/u = -3-1/60
1/u = -4/60
U = -15cm
So the position of the object will be at f (focus).
Hi/ho = -v/u
Hi/1.2 = 60/-15
Hi = 1.2 x -4 Therefore, hi = -4.8cm Hope it helps ,
1/u = -1/20 - 1/60
1/u = -3-1/60
1/u = -4/60
U = -15cm
So the position of the object will be at f (focus).
Hi/ho = -v/u
Hi/1.2 = 60/-15
Hi = 1.2 x -4 Therefore, hi = -4.8cm Hope it helps ,
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