Le Calcul Differentiel Et Le Calcul Integral; Expliques Et Appliques a la Geometrie. Avec Un Traite Preliminaire, Contenant La Maniere de Resoudre Les
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Home > Art, Film & Photography > Le Calcul Differentiel Et Le Calcul Integral; Expliques Et Appliques a la Geometrie. Avec Un Traite Preliminaire, Contenant La Maniere de Resoudre Les
Le Calcul Differentiel Et Le Calcul Integral; Expliques Et Appliques a la Geometrie. Avec Un Traite Preliminaire, Contenant La Maniere de Resoudre Les

Le Calcul Differentiel Et Le Calcul Integral; Expliques Et Appliques a la Geometrie. Avec Un Traite Preliminaire, Contenant La Maniere de Resoudre Les


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About the Book

Ce livre historique peut contenir de nombreuses coquilles et du texte manquant. Les acheteurs peuvent generalement telecharger une copie gratuite scannee du livre original (sans les coquilles) aupres de l'editeur. Non reference. Non illustre. 1740 edition. Extrait: ...que d'une gran T deur infiniment petite; donc les triangles rectangles MRra/TPM font semblables. Comparant donc ensemble les cotes de ces triangles nous aurons mR, RM:: MP, PT ou dy:: y, = PT. Or par la propriete de la spirale nous avons la circonference du cercle generateur, est a l'arc AO comme le rayon PO al'ordonaee PM, donc a, x:: c, y, 6c par consequent ay = cx est; l'equation de la spirale, ainfi prenant la difference de cette" equation, jziady = cdx, & dx =, je mets cette valeur de dx dans ==PT, ce qui donne PT=---& mettant au lieu de cdy cc J ay fa valeur cx, j'ai PT = j, d'ou je tire cette analogie, c, x: '.y, PT, c'est-a-dire la soutangente PT est quatrieme proportionnelle au rayon c du cercle generateur a Tare AO & a l'orclonnec PM. Si l'on vouloit mener une tangente au point A ou la spirale coupe la circonference, du cercle generateur, alors l'ordonnee y scroit egale au rayon c, & l'arc x seroit egal a la circonference parce que la spirale n'arrive en A que lorsque le rayon c a decrit toute sa circonference, ainsi on auroit PT ===--=--= a. c'est 7 c c a-dire, la soutangente seroit egale a la citeonference du cercle, d'ou l'on voit que si l'on pouvoit trouver une maniere geometrique de mener une tangente a la spirale, on auroit une ligne droite egale a la circonference du cercle, & par consequent la quadrature seroit trouvee. Tour toutes les Spirales a iinfini. 29. L'equation des spirales de tous les...


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Product Details
  • ISBN-13: 9781234109806
  • Publisher: Rarebooksclub.com
  • Publisher Imprint: Rarebooksclub.com
  • Height: 246 mm
  • No of Pages: 124
  • Spine Width: 7 mm
  • Width: 189 mm
  • ISBN-10: 1234109808
  • Publisher Date: 28 Jan 2013
  • Binding: Paperback
  • Language: English
  • Returnable: N
  • Weight: 236 gr


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Le Calcul Differentiel Et Le Calcul Integral; Expliques Et Appliques a la Geometrie. Avec Un Traite Preliminaire, Contenant La Maniere de Resoudre Les
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