Question:

If $ log_{10}2, log_{10}(2^x-1) $ and $ log_{10}(2^x+3) $ are in $AP$, then $x$ =

Updated On: Jun 14, 2022
  • $ log_25 $
  • $ log_2(-1) $
  • $ log_2(1/5) $
  • $ log_5 2 $
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The Correct Option is A

Solution and Explanation

Answer (a) $ log_25 $
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Concepts Used:

Sequences

A set of numbers that have been arranged or sorted in a definite order is called a sequence. The terms in a series mention the numbers in the sequence, and each term is distinguished or prominent from the others by a common difference. The end of the sequence is frequently represented by three linked dots, which specifies that the sequence is not broken and that it will continue further.

Read More: Sequence and Series

Types of Sequence:

There are four types of sequences such as: