(a) (iv), (b) (iii), (c) (ii), (d) (i)

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Question

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Answer

(a) $\rightarrow$ (iv), (b) $\rightarrow$ (iii), (c) $\rightarrow$ (ii), (d) $\rightarrow$ (i)

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Column A	Column B
(a) Equivalent fraction of $\frac{7}{12}$ is:	(i) Proper fraction
(b) $2 \frac{1}{5}$ is equal to:	(ii) Improper fraction
(c) $\frac{7}{11}$ is:	(iii) $\frac{21}{36}$
(d) $\frac{19}{5}$ is:	(iv) $\frac{11}{5}$

Column A	Column B
(i) Three non-collinear points	(a) are undefined terms in geometry
(ii) A plane extends	(b) can pass through a point
(iii) Indefinite number of lines	(c) indefinitely in all directions
(iv) Point, line and plane are	(d) determine a plane

Column A	Column B
(a) Number of lines of symmetry in a circle.	(i) Three
(b) Number of lines of symmetry in an equilateral triangle.	(ii) Four
(c) Number of lines of symmetry in an isosceles triangle.	(iii) Unlimited
(d) Number of lines of symmetry in a square.	(iv) One

Column A	Column B
(a) The integer, which is neither positive nor negative	(i) 1
(b) The greatest negative integer	(ii) -2
(c) The smallest positive integer	(iii) 0
(d) The predecessor of the greatest negative integer	(iv) -1

Column A	Column B
(i) The smallest odd composite number	(a) 1
(ii) Number of common factor of 3 and 5.	(b) 4
(iii) The smallest composite number	(c) 3
(iv) Smallest even prime number	(d) 9
	(e) 2

Column A	Column B
(i) Points are collinear	(a) may be parallel or intersecting
(ii) Line is completely known	(b) are called incidence properties
(iii) Two lines in a plane	(c) if they lie on the same line
(iv) Relations between points and lines	(d) if two points are given