Fibonacci sequence vs golden ratio
[DOC File]Report of the National Mathematics Taxonomy Committee
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Golden Ratio. Fibonacci Sequence. Arithmetic Sequence. Geometric Sequence. Shapes and Figures. Plane shapes. Spatial Sense. Symmetry. Similar Figures. Solid Shapes. Measurement . ... Tilings and Tesselations, and Golden Ratio under Geometry/Patterns. Add to Patterns and Sequences: Number Patterns. Delete Shapes and Figures. Add to Units of ...
[DOC File]Math Class Projects
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on any of the following mathematical topics: Unsolvable Math Problems, Pascal’s Triangle, Fibonacci sequence, The Golden Ratio, or Pi. Make sure to properly cite your sources. Explore a Number System. such as binary, base 5, roman numerals, etc. Make a poster and do a demonstration including several operations with the numbers.
[DOCX File]MORE:
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Sep 10, 2013 · The Fibonacci sequence has many interesting properties. One is that fractions formed by successive Fibonacci numbers—e.g., 3/2 and 5/3 and 8/5—get closer and closer to a particular value, which mathematicians know as the golden number. But what about this: Many plants adhere to Fibonacci numbers. The black-eyed susan has 13 petals.
[DOCX File]Music in practice
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use of the golden ratio (golden section) and Fibonacci numbers in composition use of symbols as visual representations of concepts, relationships and quantities shape recognition, e.g. notes have different shapes to indicate their beat length or time.
[DOCX File]DRAFT/ Algebra I Unit 1/MSDE Mathematics Lesson Plan ...
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The two sites below are good places to get more information about the Fibonacci Sequence and the Fibonacci Cascade as they relate to the Golden Ratio. In the second link, be sure to scroll down a bit to the part about the Golden Cascade to relate to one of the patterns in the “Relationships” pre-assessment task.
[DOC File]Section 2 – Teaching Resources - NC-NET
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Ask students to research Fibonacci sequence and/or the Golden Ratio and share examples with the class. Examples of this “look for a pattern” problem-solving method include both simple “what comes next?” problems and more complex calculations used to predict population numbers, the national debt, and so forth.
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