How to construct rectangular figures from the fibonacci numbers?
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How do you construct rectangular figures using the Fibonacci numbers on Mathematica using graphics? I know that the basis of the construction of these figures are the formulae for summing the terms, the odd-indexed terms, the even-indexed terms and the sum of the squares of the terms. I'm really confused on how to obtain the rectangular figures.
graphics sequence integer-sequence
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up vote
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down vote
favorite
How do you construct rectangular figures using the Fibonacci numbers on Mathematica using graphics? I know that the basis of the construction of these figures are the formulae for summing the terms, the odd-indexed terms, the even-indexed terms and the sum of the squares of the terms. I'm really confused on how to obtain the rectangular figures.
graphics sequence integer-sequence
New contributor
add a comment |Â
up vote
4
down vote
favorite
up vote
4
down vote
favorite
How do you construct rectangular figures using the Fibonacci numbers on Mathematica using graphics? I know that the basis of the construction of these figures are the formulae for summing the terms, the odd-indexed terms, the even-indexed terms and the sum of the squares of the terms. I'm really confused on how to obtain the rectangular figures.
graphics sequence integer-sequence
New contributor
How do you construct rectangular figures using the Fibonacci numbers on Mathematica using graphics? I know that the basis of the construction of these figures are the formulae for summing the terms, the odd-indexed terms, the even-indexed terms and the sum of the squares of the terms. I'm really confused on how to obtain the rectangular figures.
graphics sequence integer-sequence
graphics sequence integer-sequence
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asked 1 hour ago
user503154
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1 Answer
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you mean something like this?
Graphics[Red, Rectangle[0, 0, Fibonacci@6, Fibonacci@5], Green,
Rectangle[0, 0, Fibonacci@4, Fibonacci@5], Yellow,
Rectangle[0, 0, Fibonacci@4, Fibonacci@3], Blue,
Rectangle[0, 0, Fibonacci@2, Fibonacci@3], Pink,
Rectangle[0, 0, Fibonacci@2, Fibonacci@1]]
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1 Answer
1
active
oldest
votes
1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
up vote
4
down vote
you mean something like this?
Graphics[Red, Rectangle[0, 0, Fibonacci@6, Fibonacci@5], Green,
Rectangle[0, 0, Fibonacci@4, Fibonacci@5], Yellow,
Rectangle[0, 0, Fibonacci@4, Fibonacci@3], Blue,
Rectangle[0, 0, Fibonacci@2, Fibonacci@3], Pink,
Rectangle[0, 0, Fibonacci@2, Fibonacci@1]]
add a comment |Â
up vote
4
down vote
you mean something like this?
Graphics[Red, Rectangle[0, 0, Fibonacci@6, Fibonacci@5], Green,
Rectangle[0, 0, Fibonacci@4, Fibonacci@5], Yellow,
Rectangle[0, 0, Fibonacci@4, Fibonacci@3], Blue,
Rectangle[0, 0, Fibonacci@2, Fibonacci@3], Pink,
Rectangle[0, 0, Fibonacci@2, Fibonacci@1]]
add a comment |Â
up vote
4
down vote
up vote
4
down vote
you mean something like this?
Graphics[Red, Rectangle[0, 0, Fibonacci@6, Fibonacci@5], Green,
Rectangle[0, 0, Fibonacci@4, Fibonacci@5], Yellow,
Rectangle[0, 0, Fibonacci@4, Fibonacci@3], Blue,
Rectangle[0, 0, Fibonacci@2, Fibonacci@3], Pink,
Rectangle[0, 0, Fibonacci@2, Fibonacci@1]]
you mean something like this?
Graphics[Red, Rectangle[0, 0, Fibonacci@6, Fibonacci@5], Green,
Rectangle[0, 0, Fibonacci@4, Fibonacci@5], Yellow,
Rectangle[0, 0, Fibonacci@4, Fibonacci@3], Blue,
Rectangle[0, 0, Fibonacci@2, Fibonacci@3], Pink,
Rectangle[0, 0, Fibonacci@2, Fibonacci@1]]
answered 41 mins ago
J42161217
1,564216
1,564216
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user503154 is a new contributor. Be nice, and check out our Code of Conduct.
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