16 Let a1, a2, 17 a 0 is (a) 22 be in H P with a 5 and a20 25 The least positive integer n for which (b) 23 Sum of the series rlog r 1 (c) 24 (d) 25 r 1 is r (n 1) (a) log n (n 1) (b) log (c) n log(n 1) n (d) None of these 18 Suppose a, b, c are distinct positive real numbers such that a, b, c 2 3 are in A P and a, b, c are in G P The common ratio of G P is (a) 2 (d) 3 (c) 1 1 2 1 2 3 19 The sum to n terms of the series is 13 1 23 13 2 33 n (a) n 1 n (b) 2(n 1) 2n (c) n 1 2 (d) n(n 1) 3 then the 2' 20 Suppose a, b, c are in A P and a,b,c are in G P If a

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16. Let a1, a2, 17. a <0 is: (a) 22 be in H.P. with a = 5 and a20 = 25. The least positive

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16. Let a1, a2, 17. a

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