Fermats tangent method
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Fermats tangent method
Fermats tangent method. Diagram and text from Varia Opera Mathematica by the French mathematician Pierre de Fermat (1601-1665), showing his method for for finding the tangent of a curve. This method involves finding the subtangent for the point, which is described as the segment on the x-axis (vertical line) between the foot of the ordinate drawn to the point of contact (C) and the intersection of the tangent line with the x-axis (E). This page is from the 1679 edition
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Media ID 9214259
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1600s 1679 17th Century Book Curve Diagram Geometry Latin Mathematical Mathematics Page Parabola Pierre De Fermat Text Writing Analytic Geometry Tangent
EDITORS COMMENTS
This print showcases a page from the 1679 edition of Varia Opera Mathematica by Pierre de Fermat, a renowned French mathematician of the 17th century. The image presents Fermat's tangent method, an innovative approach to finding the tangent of a curve. In this intricate diagram and accompanying text, Fermat explains his technique which involves determining the subtangent for a given point on the curve. The subtangent is described as the segment on the x-axis (vertical line) between two key points: the foot of the ordinate drawn to the point of contact (C) and the intersection of the tangent line with the x-axis (E). This method revolutionized analytic geometry and greatly contributed to mathematical advancements during that era. The historical significance of this piece cannot be overstated. It offers us a glimpse into Fermat's brilliant mind and his profound contributions to mathematics. As we delve into this remarkable artifact, we are transported back in time to witness how mathematical concepts were explored and developed centuries ago. With its blend of Latin text, geometric diagrams, and meticulous calculations, this page from Varia Opera Mathematica serves as both an educational tool for aspiring mathematicians and a testament to humanity's enduring quest for knowledge. Its presence in our world today reminds us that even centuries-old discoveries continue to shape our understanding of mathematics and inspire future generations in their pursuit of scientific excellence.
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