A 5 cm tall object is placed perpendicular to principal axis of a convex
lens of focal length 10 cm. If the object is placed 30 cm away from the
lens, find the position, size and nature of image.
Answers
Answered by
116
given f=10cm
Therefore 2f will be at a distance of 20cm
Said that obj is 30 cm away from lens so it's position is beyond 2F
An obj placed beyond 2F in case of convex lens always gives a real;inverted and diminished image between F2 and 2F2
Hope it helps:)
Therefore 2f will be at a distance of 20cm
Said that obj is 30 cm away from lens so it's position is beyond 2F
An obj placed beyond 2F in case of convex lens always gives a real;inverted and diminished image between F2 and 2F2
Hope it helps:)
Answered by
239
Given :
height of object=h0=5cm
focal length of lens=10cm
object distance=-30cm after sign conventions.
image distance=?
By lens formula :
1/f=1/v-1/u
1/v=1/f+1/u
=1/10-1/30
=3-1/30
2/30
v=30/2= 15cm
magnification=m=v/u
m=15/-30 =-1/2= -0.5cm
m=hi/ho
hi=mxho
=-0.5x 5
= -2.5cms
Thus object is placed beyond C and image formed is in between F and c.
Inverted, real and diminished.
height of object=h0=5cm
focal length of lens=10cm
object distance=-30cm after sign conventions.
image distance=?
By lens formula :
1/f=1/v-1/u
1/v=1/f+1/u
=1/10-1/30
=3-1/30
2/30
v=30/2= 15cm
magnification=m=v/u
m=15/-30 =-1/2= -0.5cm
m=hi/ho
hi=mxho
=-0.5x 5
= -2.5cms
Thus object is placed beyond C and image formed is in between F and c.
Inverted, real and diminished.
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