Continued fractions

An iterative method for finding the value of the Golden Ratio with explanations of how this involves the ratios of Fibonacci numbers and continued fractions.

An article introducing continued fractions with some simple puzzles for the reader.

In this article we show that every whole number can be written as a continued fraction of the form k/(1+k/(1+k/...)).

This article sets some puzzles and describes how Euclid's algorithm and continued fractions are related.