what happens to image when lens cut horizontally
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no change,
the image will formed at same pt as before
the image will formed at same pt as before
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If a convex lens is cut horizontally then radii of curvature on both sides of the lens i.e., R1 and R2 will remain same as before.
As focal length is given by formula :-
(1/f)= (μ −1)((1/R1)-(1/R2)) ( By Lens Maker formula )
As R1 and R2 do not change, so there will be no change in focal length of the lens.
Although the intensity of the image will reduce.
As focal length is given by formula :-
(1/f)= (μ −1)((1/R1)-(1/R2)) ( By Lens Maker formula )
As R1 and R2 do not change, so there will be no change in focal length of the lens.
Although the intensity of the image will reduce.
victoria6:
and I two individual images formed in each lens. am I right?
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