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How can we determine the focal length and power of the convex lens required to correct a hypermetropia eye ? |
Answer» Solution : Let X = distance of the near point N. from the hypermetropic eye. We know that the near point N of the NORMAL eye is at distance D = 25 cm. The object placed at N forms its virtual image at N. due to the convex lens. So, object distance = u = -D,Image distance = v = -x. focal length = f = ? By lens FORMULA, `(1)/(f) = (1)/(v) - (1)/(u) = (1)/(-x)-(1)/(-D) = (x-D)/(xD)` `:.` required focal length, Required Power , `P = (1)/(f) = (x-D)/(xD)` As `x gt D` both f and D are positive. Thus, the correcting lens must be a convex lens. |
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