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TES: The largest network of teachers in the world

Portions not contributed by visitors are Copyright 2018 Tangient LLC

TES: The largest network of teachers in the world

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This script takes a numerator and denominator (both can be floating point numbers), which are intended to express some ratio of pitches, and returns the size of that ratio in logarithmic octaves (i.e., log2(n/d)), its size in cents (octaves *1200), and also the rational approximation expansion of the ratio in octaves, which tells us what the increasingly good estimates for that ratio are in terms of degrees of an equal division of the octave, or 'edo'...

Insert a numerator and denominator of a Just Intonation ratio below:/

EDO Approximations (written as DEGREE\EDO; where convergents are in

bold, and semi-convergents are in normal typeface):