Question:

3, 9, .............., 6561

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For number series with clean jumps, test a constant multiplier (geometric ratio). Validate by checking several steps, especially against a distant term.
Updated On: Aug 12, 2025
  • 18
  • 27
  • 81
  • 61
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The Correct Option is B

Solution and Explanation

To solve the sequence problem, identify the pattern between the numbers:
The sequence starts at 3 and ends at 6561. Noticing that each number is a power of 3, we can represent the sequence as 31, 32, ..., 3n.
Let's verify this by calculating the powers of 3:
  • 31 = 3
  • 32 = 9
  • 33 = 27
  • 34 = 81
  • 35 = 243
  • 36 = 729
  • 37 = 2187
  • 38 = 6561
Therefore, the sequence is 3, 9, 27, ..., 6561. Thus, the missing number is 27.
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