The lens-to-retina distance is 2.04 cm, and the relaxed power of the eye is 51.0 D.
What is the far point in m?
What eyeglass power in D will help the person see distant objects clearly, if the glasses are 1.80 cm from the eyes?
Solution:
Part (a) Solution:
Given:
Power (P) = 51 D
f = 1/P = 1/51 = 0.0196 m = 1.96 cm
And, s' = 2.04 cm
Now: 1/f = 1/s + 1/s'
1/1.96 = (1/s) + (1/2.04)
s = 50.495 cm
Part (b)Solution:
Here, s = infinity
s' = - (50.495 - 1.8) = - 48.695 cm
So, Using formula : 1/f = (1/s) + (1/s')
f = - 48.695 cm = - 0.48695 m
Therefore: P = 1/f = 1 / (- 0.48695 m) = - 2.054 D
The lens-to-retina distance is 2.04 cm, and the relaxed power of the eye is 51.0 D....
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