Difference between revisions of "ZCubes/Fibonacci Lucas and Golden Ratio"
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− | ==Lucas, Fibonacci, Golden Ratio Relationship == | + | ==Code-Lucas, Fibonacci, Golden Ratio Relationship == |
− | + | FIBONACCI(50) | |
− | FIBONACCI(50) | ||
− | LUCAS(50) | + | LUCAS(50) |
− | FIBONACCI(50) | + | FIBONACCI(50) |
.pieces(2) | .pieces(2) | ||
.map(r=>r[1]/r[0]) | .map(r=>r[1]/r[0]) | ||
+ | ~ | ||
− | GOLDENRATIO() | + | GOLDENRATIO() |
− | LUCAS(50) | + | LUCAS(50) |
.pieces(2) | .pieces(2) | ||
.map(r=>r[1]/r[0]) | .map(r=>r[1]/r[0]) | ||
+ | ~ | ||
− | ROUND((GOLDENRATIO())^(1..10)) | + | ROUND((GOLDENRATIO())^(1..10)) |
− | [(1+√5)/2,(1+√5)/2] | + | (1+√5)/2 |
+ | [(1+√5)/2,(1+√5)/2] | ||
− | ops.on; | + | ops.on; |
− | [(1+√5d100)/2,(1-√5d100)/2] | + | [(1+√5d100)/2,(1-√5d100)/2] |
− | |||
− | |||
Revision as of 03:15, 19 August 2020
Fibonacci Lucas and Golden Ratio
This video demonstrates that when we do certain computation of Fibonacci series and Lucas Series we see correlation with Golden Ratio.
Video
Code-Lucas, Fibonacci, Golden Ratio Relationship
FIBONACCI(50)
LUCAS(50)
FIBONACCI(50)
.pieces(2) .map(r=>r[1]/r[0])
~
GOLDENRATIO()
LUCAS(50)
.pieces(2) .map(r=>r[1]/r[0])
~
ROUND((GOLDENRATIO())^(1..10))
(1+√5)/2 [(1+√5)/2,(1+√5)/2]
ops.on; [(1+√5d100)/2,(1-√5d100)/2]
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