Near Point Without Spectacles: 1m

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The discussion focuses on calculating the necessary lens power for a nearsighted individual with a far point of 1 meter. The required spectacle power is determined to be -1 diopter, allowing the person to see objects at infinity clearly. Additionally, when wearing these glasses, the near point is at 0.25 meters, which translates to a near point of -0.05 meters without the spectacles, indicating significant visual impairment without corrective lenses.

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If the far point of a nearsighted person is 1m in front of their eyes:

a) What power should their spectacles have, so that they may see distinctly as object at infinity.

b) If when wearing these glasses, their near point is at 0.25m, where would it be without them?

So for a)
------------
1/f= 1/s + 1/s'
1/f = 1/infinity + 1/(-1)
=> f = -1m

So dioptric power is D = 1/f = 1/(-1) = -1 diopter

for b)
--------
any clues?
 
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Figured it out:

use the same formula with f=-100 as found in a) and s=0.25 and then solve for s' which yields a value of -0.05.
 

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