One of the most enduring contributions from Greek scholars is Euclid's work in geometry, particularly in his treatise "Elements." This foundational text systematically organized and presented geometric principles and proofs, establishing the axiomatic method that underpins modern mathematics. Euclid's influence is still evident in contemporary education, as his logical approach to problem-solving remains a cornerstone in teaching mathematics and science today. Furthermore, his concepts in geometry are applied in various fields, including architecture, engineering, and physics, highlighting the lasting impact of his work on both theoretical and practical aspects of modern life.
In 3–5 sentences, analyze how a contribution made to math or science by a Greek scholar is still significant today.(
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