Multiple choice general knowledge math & puzzles

Consecutive integers from the Fibonacci sequence are in a ratio that approaches this never ending, never repeating number:

  1. The Golden Ratio

  2. 3 1/3

  3. Pi

  4. Square root of 2
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Explanation

The ratio of consecutive Fibonacci numbers (e.g., 8/5, 13/8) converges to the Golden Ratio, approximately 1.618. Pi and the square root of 2 are also irrational numbers, but they relate to circles and squares respectively, not the Fibonacci sequence.

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