an object placed 50 cm from a lens produces a virtual image at a distance of 10cm in front of the lens calculate the focal length of the lens and magnification produced
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Answered by
81
Object distance=-50 cm(applying sign convention)
Since the image distance is lesser than the object distance and a virtual image is formed, it's a concave lens.(v=-10)
We are supposed to use lens formula:-
1/f=1/v-1/u
f is -ve
v is -ve
u is -ve
on simplifying we get
f=25/4 or 6.25 cm.
magnification=-(v/u)
=-10/50
=-0.2
Since the image distance is lesser than the object distance and a virtual image is formed, it's a concave lens.(v=-10)
We are supposed to use lens formula:-
1/f=1/v-1/u
f is -ve
v is -ve
u is -ve
on simplifying we get
f=25/4 or 6.25 cm.
magnification=-(v/u)
=-10/50
=-0.2
Answered by
11
Answer:
Explanation:
Object distance=-50 cm(applying sign convention)
Since the image distance is lesser than the object distance and a virtual image is formed, it's a concave lens.(v=-10)
We are supposed to use lens formula:-
1/f=1/v-1/u
f is -ve
v is -ve
u is -ve
on simplifying we get
f=25/4 or 6.25 cm.
magnification=-(v/u)
=-10/50
=-0.2
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