Question

using the golden ratio or the fibonacci pattern write up on demonstrating the interesting possibilities in art music etc. ​

Answer 1

Step-by-step explanation:

golden proportion (1 : 1.618 which is the same as 0.618 : 1). It occurs naturally in some of the proportions of the Five Platonic Solids (as we have already seen). A construction for the golden section point is found in Euclid's Elements. The golden rectangle is supposed to appear in many of the proportions of that famous ancient Greek temple, the Parthenon, in the Acropolis in Athens, Greece but there is no original documentary evidence that this was deliberately designed in. (There is a replica of the original building (accurate to one-eighth of an inch!) at Nashville which calls itself "The Athens of South USA".)

Stuart Revett - Greek Temples (HC)

Greek Temples (HC)

Stuart Revett

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Answer 2

In Western harmony and musical scales, the Fibonacci Sequence is very important. The dominant note of a scale is the fifth note, which is also the eighth note of the octave's 13 notes. 0.61538 is the result of dividing eight by thirteen. (about the Golden Ratio).

The Fibonacci sequence may be found in the foundations of art, beauty, and life. Even music has a place in the series, as follows:

1. In the octave of each note, there are 13 notes.
2. A scale is made up of eight notes, the fifth and third of which provide the basic basis of all chords, and is based on a tone that is a mixture of two and one steps from the root tone, which is the first note in the scale.