For hypermetropic eye the far point lies ..................
A) at 25 cm
B) at lessthan 25 cm
C) at infinity
D) at zero
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The minimum distance from the eye at which the eye can see the objects clearly and distinctly without any strain is called …………………
C) the least distance of distinct vision
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The far point of human eye with normal vision lies at ………………..
Correct option is D) infinity
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Name the part of the eye which controls the amount of light entering the eye.
Correct option is B) iris
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Name the liquid between the cornea and eye lens of the eye.
Correct option is A) pupil
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The minimum focal length of the hypermetropic eye is ……………….
C) greater than 2.27 cm
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For myopic eye the far point lies ………………………
B) between 25 cm and infinity
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For a myopic eye the image is formed ………………. when the object is placed beyond the far point.
B) before the retina
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For a hypermetropic eye the image is formed……………., when the object is placed between near point and point of least distance of distinct vision.
C) beyond the retina
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If the point (x1 , y1 ) lies in Q and the point (X2 , y2 ) lies in Q then (x1 y2 ) lies in
Correct option is (D) Q3 \(\because\) \((x_1,y_1)\) lies in \(Q_2\) \(\therefore\) \(x_1<0\) & \(y_1>0\) Also given that \((x_2,y_2)\) lies in \(Q_3.\) \(\therefore\) \(x_2<0\), \(y_2<0\) \(\because\) \(x_1<0\) & \(y_2<0\) \(\therefore\) \((x_1,y_2)\) lies in \(Q_3\)
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If z = x + iy and |z – zi| = 1, then (A) z lies on X-axis (B) z lies on Y-axis (C) z lies on a rectangle (D) z lies on a circle
(D) z lies on a circle |z – zi | = |z| |1 – i| = 1 \(\therefore\) |z| = 1/√2 \(\therefore\) x2 + y2 = 1/2
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