Maths Sequence and Series ( Progressions ) nth Term of Special Series, Sum to n Terms and Infinite Number of Terms Matrix Match Questions
Published on: August 14, 2026

Match the column :

Column-I

Column-II

(i) Suppose f(n) = log2(3).

log3(4). log4(5)… logn – 1 (n)

then the sum

[A] 5150

(ii) Let f(x) =

,

then  is

[B] 5049

(iii) In an A.P. the series

containing 99 terms, the sum of

all the odd numbered terms is

2550. The sum of all the 99

terms of the A.P. is

[C] 5100

Correct Matrix Matching

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Text Solution

Verified by Experts
The correct answer is:
(i) [B]; (ii) [A]; (iii) [B]

Ans.

(i) [B]

(ii) [A]

(iii) [B]

Sol. (i) 5049

(ii) 5150

(iii) 5049

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