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Let bi > 1 for i =1, 2,....,101. Suppose...

Let `b_i > 1` for i =1, 2,....,101. Suppose `log_e b_1, log_e b_2,....,log_e b_101` are in Arithmetic Progression (A.P.) with the common difference `log_e 2`. Suppose `a_1, a_2,...,a_101` are in A.P. such that `a_1 = b_1 and a_51 = b_51`. If `t = b_1 + b_2+.....+b_51 and s = a_1+a_2+....+a_51` then

A

`s gt t` and `a_101 gt b_101`

B

`s gt t` and `a_101 lt b_101`

C

`s lt t` and `a_101 gt b_101`

D

`s lt t and a_101 lt b_101`

लिखित उत्तर

Verified by Experts

The correct Answer is:
B
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