
That's exactly what I am saying. Thanks for the diagram. lol.
9 is to 5 as 5 is to 4
In this example according to the golden ratio 9 and 5 have the same value between them as 5 and 4. If 5 and 4 a different amount can have the same value present as 9 and 5. Then 4 on it's own can be justified as similar to 5 because of this mathematical proportion existing.
The reason I can say it's the same value is because in between those numbers the golden ratio proves there will always be the same proportion existing. It's another way of saying numbers can be divided to any value from any amount present. So 4 and 5 must hold the same amount if that is even possible. Otherwise they couldn't be divided identically with the same result with the same value in this way. This is proved through the proportions stated which can be measured against the numbers themself mathematically. Although it would take an infinite amount of divisions to get the value. The value is proved existing already through the presence of the golden ratio.
That formula is correct
http://en.wikipedia.org/wiki/Golden_ratio
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