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Fashion, Art, Flowers/Plants, Most efficient way to cut fabric for a…
Fashion
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Fabrics
Image recognition algorithms and machine learning to identify fashion patterns or trends in large datasets
How fractal geometry concepts, such as self-similarity, can be applied to fashion design
How geometric transformations (translation, rotation, scaling) are used in high-end fashion design
Mathematical tiling patterns (e.g., Penrose tiles) in fashion textiles and prints
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Art
Sculpture
Use of polyhedra (e.g., Platonic solids, Archimedean solids) in sculptural art
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Wire sculptures that explore topological concepts, such as knots or surfaces.
Mathematical principles of symmetry in sculptures, such as rotational and reflection symmetry
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Flowers/Plants
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Flower Bouquets
Geometric symmetry in plant structures, including leaves, flowers, and branching patterns
Mathematical patterns and symmetries in floral arrangements, such as bouquets or wreaths
Analyze the geometric patterns in the arrangement of petals in different flowers (e.g., daisies, sunflowers)
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Other Ideas
Mathematical principles behind constructing phylogenetic trees to represent the evolutionary relationships between plant species
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Mathematical patterns in the diversity of plant species, such as species-area relationships
Leaf
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Plant phenotypes (e.g., height, leaf size) in different environmental conditions
Most efficient way to cut fabric for a clothing pattern, minimizing waste
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Look at your results from the Interests Desmos
- Pick 3 broad topics that interest you (sports, music, food, etc)
- Create a Mind map (either on paper or electronically) on 1 topic
--Each mind map should have at least 4 main offshoots and at least 12 (total) secondary offshoots
- After your mind map is created, consider which topics from the syllabus have a connection to each topic
- Pick an idea from them to research