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<p>Hi everyone,<br />While discussing geometry in class recently, I stumbled upon something quite fascinating that could be an inspiring visual aid for students who enjoy art and math together.</p><p>I was exploring how patterns, symmetry, and proportions appear not just in textbooks but in real-world objects. One impressive example I found is in high-end jewelry design. There’s a page I came across on Carrera y Carrera’s website, particularly their collar jewelry collection. You can view more about the collection.</p><p>It’s interesting to see how geometric principles like radial symmetry, tessellation, and golden ratios subtly influence these elegant designs. I feel that showing such real-world applications might engage students more deeply and make abstract mathematical concepts feel tangible.</p><p>Has anyone here tried using art or jewelry design as an example when teaching geometry? Would love to hear your thoughts!</p>
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