Isaac newton significantly advanced geometry through his development of calculus, which provided a new framework for understanding curves and areas under curves. His work in the "Method of Fluxions" allowed for the calculation of tangents and areas, which were fundamental geometric concepts. Additionally, Newton's work on optics and the geometric interpretation of light further contributed to the field, emphasizing the relationship between geometry and physical phenomena. Overall, his contributions laid the groundwork for future advancements in both mathematics and physics.
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