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Topic: Science
Number of pages / Number of words: 3 / 602
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Notice that the spiral follows a pattern in the y-axis: It increases once, then it decreases twice, before increases once more again.

If you formulate the series for both x and y respectively, the sum for x will approach 2 phi +1/ phi +2 and y will approach 1/phi squared +1. Using these sums as coordinate, we can realize that this is where the golden spiral ends!

Figure 6: The Golden Spiral and where it ends...


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Using these sums as coordinate, we can realize that this is where the golden spiral ends!

Figure 6: The Golden Spiral and where it ends.

The Fibonacci series is defined recursively. That is, in order to find each term of the series using the definition, you have to find all the terms that precede it...


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