The Wonders of Modular Origami
Read Text C, and then answer Questions 15 to Question 20 on the question paper.
The Wonders of Modular Origami
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Origami, the ancient art of paper folding, has long captivated enthusiasts with its simplicity and precision. One of its captivating subsets is modular origami, a technique that takes the craft a step further by assembling multiple individually folded paper units to create complex and fascinating structures. This method showcases not only the versatility of paper but also the ingenuity behind seemingly simple folds.
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Unlike traditional origami, where a single sheet of paper is transformed into a figure such as a crane or a flower, modular origami involves creating smaller units, often identical in design. These units are then interlocked without the use of glue or tape, relying instead on strategic folds and friction. This approach allows for the production of elaborate and stable models, ranging from geometric shapes to intricate stars.
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One of the most recognisable forms of modular origami is the stellated octahedron, which resembles a star-like, three-dimensional object. Created by interconnecting twelve triangular units, this structure exemplifies the elegance and complexity achievable in modular designs. The process of forming such a figure is a study in patience, precision, and an understanding of spatial design.
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Geometric modular origami also has intriguing connections to mathematical principles. Many designs are based on polyhedra, shapes with flat faces and edges, which can be found in the study of geometry. As students fold and assemble, they unconsciously engage with concepts such as symmetry, angles, and proportion. This makes modular origami an appealing educational tool, blending art and mathematics into a single, hands-on experience.
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Historically, the development of modular origami remains less documented than its traditional counterpart, yet its roots are intertwined with the broader evolution of paper folding. The earliest recorded modular structures were simple and served the practical purpose of creating functional containers. Over time, as artistic expression began merging with utility, the designs grew more sophisticated. By the mid-20th century, dedicated artists and enthusiasts had begun exploring modular folding as a distinct art form.
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One noteworthy practitioner who advanced modular origami was Tomoko Fuse, an influential Japanese paper folder renowned for her books and innovative designs. Her techniques highlight the potential of modular systems to inspire creativity while maintaining clarity in folding instructions. Fuse’s work has inspired countless enthusiasts worldwide to test their skills and construct increasingly intricate designs.
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Despite its appeal, modular origami is not without its challenges. The precision required to ensure that all units fit seamlessly can be daunting for beginners. Even a slight error in fold alignment may compromise the integrity of the final structure. For this reason, practitioners often emphasise the importance of patience and methodical work. As the assembly process takes shape, however, the sense of accomplishment is unmatched.
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Modern technology, especially digital storytelling tools, has added another dimension to the world of modular origami. Video tutorials, step-by-step guides, and online communities have democratised the practice, enabling a broader audience to access and contribute to this highly specialised craft. Sharing designs digitally not only spreads knowledge but also connects enthusiasts from around the globe who exchange ideas and inspire one another.
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In summary, modular origami marries the discipline of precision with the boundless creativity of artistic expression. Whether appreciated as a hobby or an educational exercise, it reflects the limitless possibilities of a single sheet of paper. As practitioners continue to innovate and incorporate new techniques, the world of modular origami promises to remain as captivating and intricate as the designs it produces.
Question 15
From Paragraph 1, how does modular origami differ from traditional origami?
[1 Mark]
[1 Mark]
Question 16
16 (a) From Paragraph 2, what materials are avoided in modular origami to create units and connect them?
[1 Mark]
[1 Mark]
16 (b) From Paragraph 3, why is the stellated octahedron an example of elegance in modular origami?
[1 Mark]
[1 Mark]
Question 17
From Paragraph 4, how does engaging in modular origami connect students with mathematical principles?
[1 Mark]
[1 Mark]
Question 18
From Paragraph 5, how does the historical development of modular origami differ from its current role?
[2 Mark]
[2 Mark]
Main Instruction:
For this question, refer to Paragraphs 4-6 for context.
- Sam: “Modular origami is not just about folding; it helps students explore complex mathematical ideas effortlessly.”
- Ella: “While modular origami has creative aspects, its demand for extreme precision can cause frustration among beginners.”
Question 19
Sub-Question a:
Give two pieces of evidence from Paragraphs 4-6 to support Sam's view that modular origami has educational value. [2 Mark]
Sub-Question b:
Give two pieces of evidence from Paragraphs 7-8 to support Ella's view that modular origami can be challenging for beginners. [2 Mark]
Question 20
Using information from Paragraphs 2, 3, 4, 6, and 7 of the text, summarise the key principles, challenges, and value of modular origami. Your summary should not exceed 80 words.[15 Mark]
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