CBSE Class 10 Science 2017 · Paper 31/2/1 · Question 24
(a) Write the functions of each of the following parts of the human eye :
- (i)Cornea
- (ii)Iris
- (iii)Crystalline (Eye) lens
- (iv)Ciliary muscles
- (v)Retina (b) A person is unable to see distinctly the objects closer than 1 m. Name the defect of vision he is suffering from. Draw ray diagrams to illustrate the cause of the defect and its correction by suitable lens.
Answer
Cornea, iris, lens, ciliary muscles and retina each have a set function; the defect is hypermetropia, corrected by a convex lens.
(a)(i) Cornea: the thin transparent membrane at the front of the eye through which light enters; most of the refraction of the light entering the eye occurs at its outer surface.
(a)(ii) Iris: a dark muscular diaphragm that controls the size of the pupil, and so regulates the amount of light entering the eye.
(a)(iii) Crystalline (eye) lens: a transparent, flexible convex lens that provides the finer adjustment of focal length needed to focus objects at different distances on the retina, where a real, inverted image is formed.
(a)(iv) Ciliary muscles: they hold the eye lens and change its curvature, and hence its focal length (relaxed: lens thinner, for distant objects; contracted: lens thicker, for near objects). This is accommodation.
(a)(v) Retina: the light-sensitive screen on which the image is formed; its light-sensitive cells produce electrical signals, which the optic nerve carries to the brain.
(b) The person suffers from hypermetropia (far-sightedness, or long-sightedness): the near point has moved from about 25 cm out to 1 m. Cause: the focal length of the eye lens is too long, or the eyeball has become too small, so light from a nearby object (at 25 cm) is brought to a focus behind the retina (first ray diagram). Correction: a convex (converging) lens of suitable power, which makes light from an object at 25 cm appear to come from the near point at 1 m, so that the eye can focus it on the retina (second ray diagram). For a lens close to the eye this needs cm, a power of about D.
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