AIEEE Exam

2m white counters and 2n red counters are
arranged in a straight line with (m + n) counters
on each side of a central mark. The number of
ways of arranging the counters, so that the
arrangements are symmetrical with respect to the
central mark, is

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AIEEE Other Question

If F1 = (3, 0) and F2 = (–3, 0) and P is any point
on the curve 16x^2
+ 25y^2
= 400 then PF1 + PF2
equals -
(A) 8 (B) 6 (C) 10 (D) 12
n the expansion of ( 4 9 +6 8 )
500 the number of
terms which are integral is -
(A) 250 (B) 43
(C) 251 (D) 44