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Analytische Geometrie Des Kreises

Analytische Geometrie Des Kreises


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Dieses historische Buch kann zahlreiche Tippfehler und fehlende Textpassagen aufweisen. Kaufer konnen in der Regel eine kostenlose eingescannte Kopie des originalen Buches vom Verleger herunterladen (ohne Tippfehler). Ohne Indizes. Nicht dargestellt. 1855 edition. Auszug: ... m 2) Ein Vieleck von der ungeraden Seitenzahl 2 n-(-1 zu zeichnen, dessen Seiten einen gegebenen Kreis beruhren, dessen Ecken der Reihe nach auf ebensovielen gegebenen Geraden Gt G2.. G 2 n+t liegen, die in einem gegebenen Punct r sich schneiden. Um die erste zu losen, zeichne man dem Kreis ein beliebiges Vieleck von der Seitenzahl 2n--2 ein, dessen 2n--l erste Seiten der Reihe nach durch die Puncte pt..jw2n+t gehen; man bestimme den Punct p2n+2, in welchem die Q von der (2n-f-2)tenSeite die-. ser Hilfsfigur geschnitten wird. Ist von pn+2 aus eine Tangente an den Kreis zu ziehen, so ist ihr Beruhrungspunct eine Ecke des gesuchten Vielecks, welches sofort zu construiren ist. Um die zweite Aufgabe zu losen, zeichne man um den gegebenen Kreis ein beliebiges Vieleck von der geraden Seitenzahl 2n-f-2, dessen 2n-(-l erste Ecken der Reihe nach auf den Geraden Gt.. (tn+t sich befinden; man ziehe die Gerade Cran+2 durch die (2n--2)te Ecke dieser Hilfsfigur und durch den Punct r. Hat die (?2n+2 mit dem Kreis einen Punct gemein, so ist dieser alsBeruhrungspunct fur eine Seite des gesuchten Vielecks zu nehmen, welches sofort zu construiren ist. Man sieht, dass jede der zwei Aufgaben entweder zwei Auflosungen hat, oder Eine, oder gar keine. .66. Die Satze des . 63 und des . 65 fuhren nothwendig auf die zwei folgenden allgemeineren Fragen: 1) Wenn ein veranderliches tiEck einem gegebenen Kreis eingezeichnet sein soll, und wenn n--1 seiner Seilen um ebensoviele feste Puncte von beliebig gegebener Lage sich drehen, --welches ist die Einhiillung'scurve der nten Seitef 2) Wenn ein veranderliches tiEck einem-gegebenen Kreis...


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Product Details
  • ISBN-13: 9781234543303
  • Publisher: Rarebooksclub.com
  • Publisher Imprint: Rarebooksclub.com
  • Height: 246 mm
  • No of Pages: 104
  • Spine Width: 6 mm
  • Width: 189 mm
  • ISBN-10: 1234543303
  • Publisher Date: 24 Jan 2013
  • Binding: Paperback
  • Language: English
  • Returnable: N
  • Weight: 200 gr


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