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Old June 12th, 2014, 11:24 AM
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Join Date: May 2011
Default Re: B.Mathematics Entrance Exam Papers With Solution

Here I am giving you question paper for B.Mathematics Entrance Examination in PDF file attached with it so you can get it easily.

8. A building with ten storeys, each storey of height 3 metres, stands
on one side of a wide street. From a point on the other side of the
street directly opposite to the building, it is observed that the three
uppermost storeys together subtend an angle equal to that subtended
by the two lowest storeys. The width of the street is
(A) 6p35 metres. (B) 6p70 metres.
(C) 6 metres. (D) 6p3 metres.

9. A collection of black and white balls are to be arranged on a straight
line, such that each ball has at least one neighbour of di®erent colour.
If there are 100 black balls, then the maximum number of white balls
that allows such an arrangement is
(A) 100. (B) 101. (C) 202. (D) 200.

12. Let 1; 4; : : : and 9; 14; : : : be two arithmetic progressions. Then the
number of distinct integers in the collection of ¯rst 500 terms of each
of the progressions is
(A) 833. (B) 835. (C) 837. (D) 901.

20. What is the maximum possible value of a positive integer n, such that
for any choice of seven distinct elements from f1; 2; : : : ; ng, there will
exist two numbers x and y satisfying 1 < x=y • 2?
(A) 2 £ 7. (B) 27 ¡ 2. (C) 72 ¡ 2. (D) 77 ¡ 2.

4. Suppose ABCD is a quadrilateral such that the coordinates of A, B
and C are (1; 3), (¡2; 6) and (5;¡8) respectively. For which choices of
coordinates of D will ABCD be a trapezium?
(A) (3;¡6). (B) (6;¡9). (C) (0; 5). (D) (3;¡1).








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