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A brief introduction to the Fibonacci Series giving a
basic overview of how it is constructed.
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The famous Rabbit Problem, known to many of us as a classic
mathematical puzzle, was invented by Leonardo Fibonacci and the solution has everything to do with the Fibonacci Series.
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Binet's Formula provides a simple way of finding any
Fibonacci number and is easier than the method described in the Introduction--more so for large numbers.
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Another way of finding Fibonacci numbers, The Successor
Formula differs from Binet's in that it can be used to find any succeeding Fibonacci number.
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Recommended for those already familiar with summation
notation, binomial theory, and Pascal's Triangle, this page shows another, more complex way of finding any Fibonacci number.
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A geometric form modeled off the Fibonacci Series.
After you've read through the pages in this section, take the
"The Series" Quiz.
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Random Fibonacci number from the 1st through the 200th:
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