Study on fibonacci patterns in monocots and dicots ornamental plants / Nazirah Ramli, Neni Kartini Che Mohd RamIi and Amirah Hana Mohamed Nor
The Fibonacci sequence 1, 1, 2, 3, 5, 8, 13, 21, 34, ... has many remarkable properties, ranging from routine to startling. This ever-growing and endless chain of numbers can be used to explain the occurrence of many things in nature, such as the arrangement of petals and seeds in flowers, proport...
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my.uitm.ir.389482021-02-11T07:11:07Z http://ir.uitm.edu.my/id/eprint/38948/ Study on fibonacci patterns in monocots and dicots ornamental plants / Nazirah Ramli, Neni Kartini Che Mohd RamIi and Amirah Hana Mohamed Nor Ramli, Nazirah Che Mohd RamIi, Neni Kartini Mohamed Nor, Amirah Hana QA Mathematics Fuzzy logic Field crops The Fibonacci sequence 1, 1, 2, 3, 5, 8, 13, 21, 34, ... has many remarkable properties, ranging from routine to startling. This ever-growing and endless chain of numbers can be used to explain the occurrence of many things in nature, such as the arrangement of petals and seeds in flowers, proportions of the human body, the shape of a snail shell and others. This study investigates the existence of Fibonacci patterns in monocot and dicot types of ornamental plants. The results show that most of the ornamental plants with petals in Fibonacci patterns are dicots. 2011 Conference or Workshop Item PeerReviewed text en http://ir.uitm.edu.my/id/eprint/38948/1/38948.PDF Ramli, Nazirah and Che Mohd RamIi, Neni Kartini and Mohamed Nor, Amirah Hana (2011) Study on fibonacci patterns in monocots and dicots ornamental plants / Nazirah Ramli, Neni Kartini Che Mohd RamIi and Amirah Hana Mohamed Nor. In: Prosiding KONAKA Konferensi Akademik 2011, 6-7 Disember 2011, Universiti Teknologi MARA Pahang. |
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QA Mathematics Fuzzy logic Field crops Ramli, Nazirah Che Mohd RamIi, Neni Kartini Mohamed Nor, Amirah Hana Study on fibonacci patterns in monocots and dicots ornamental plants / Nazirah Ramli, Neni Kartini Che Mohd RamIi and Amirah Hana Mohamed Nor |
| description |
The Fibonacci sequence 1, 1, 2, 3, 5, 8, 13, 21, 34, ... has many remarkable properties, ranging from routine to
startling. This ever-growing and endless chain of numbers can be used to explain the occurrence of many things
in nature, such as the arrangement of petals and seeds in flowers, proportions of the human body, the shape of a
snail shell and others. This study investigates the existence of Fibonacci patterns in monocot and dicot types of
ornamental plants. The results show that most of the ornamental plants with petals in Fibonacci patterns are dicots. |
| format |
Conference or Workshop Item |
| author |
Ramli, Nazirah Che Mohd RamIi, Neni Kartini Mohamed Nor, Amirah Hana |
| author_facet |
Ramli, Nazirah Che Mohd RamIi, Neni Kartini Mohamed Nor, Amirah Hana |
| author_sort |
Ramli, Nazirah |
| title |
Study on fibonacci patterns in monocots and dicots ornamental plants / Nazirah Ramli, Neni Kartini Che Mohd RamIi and Amirah Hana Mohamed Nor |
| title_short |
Study on fibonacci patterns in monocots and dicots ornamental plants / Nazirah Ramli, Neni Kartini Che Mohd RamIi and Amirah Hana Mohamed Nor |
| title_full |
Study on fibonacci patterns in monocots and dicots ornamental plants / Nazirah Ramli, Neni Kartini Che Mohd RamIi and Amirah Hana Mohamed Nor |
| title_fullStr |
Study on fibonacci patterns in monocots and dicots ornamental plants / Nazirah Ramli, Neni Kartini Che Mohd RamIi and Amirah Hana Mohamed Nor |
| title_full_unstemmed |
Study on fibonacci patterns in monocots and dicots ornamental plants / Nazirah Ramli, Neni Kartini Che Mohd RamIi and Amirah Hana Mohamed Nor |
| title_sort |
study on fibonacci patterns in monocots and dicots ornamental plants / nazirah ramli, neni kartini che mohd ramii and amirah hana mohamed nor |
| publishDate |
2011 |
| url |
http://ir.uitm.edu.my/id/eprint/38948/1/38948.PDF http://ir.uitm.edu.my/id/eprint/38948/ |
| _version_ |
1691735744704413696 |