A person with a myopic eye cannot see objects beyond 1.2 m directly. What should be the type of the corrective lens used? What would be its power?
Answers
Answered by
359
Hey Friend,
Since the person suffers from Myopia, the corrective lens will be concave or diverging lens.
Given, that the person can't see objects beyond 1.2 m directly.
So, in order to view the distances beyond 1.2 m, the focal length of the lens should be 1.2 m.
Power of lens = 1 / focal length (in meter)
P = 1/(-1.2)
P = -0.83 Diopter
Therefore the power of the lens should be - 0.83 D
Hope it helps!
Since the person suffers from Myopia, the corrective lens will be concave or diverging lens.
Given, that the person can't see objects beyond 1.2 m directly.
So, in order to view the distances beyond 1.2 m, the focal length of the lens should be 1.2 m.
Power of lens = 1 / focal length (in meter)
P = 1/(-1.2)
P = -0.83 Diopter
Therefore the power of the lens should be - 0.83 D
Hope it helps!
Answered by
216
HELLO DEAR,
to see a distant object we must be use
concave lens of -1.2m
i.e f = -(distance of far point )
we know the formula
the power of lens = 1/f
=> 1/(-1.2)
=> -0.83D
p = -0.83D
for correct this defect of vision,
he must use a concave lens.
I HOPE ITS HELP YOU DEAR,
THANKS
to see a distant object we must be use
concave lens of -1.2m
i.e f = -(distance of far point )
we know the formula
the power of lens = 1/f
=> 1/(-1.2)
=> -0.83D
p = -0.83D
for correct this defect of vision,
he must use a concave lens.
I HOPE ITS HELP YOU DEAR,
THANKS
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