lightboxen
Einkaufswagen
alb8369706

China: Two pages from the Zhoubi suanjing< / i> (Zhou Dynasty Sundial of Astronomy and Calculation), illustrating the 'Gougu Theorem' or Pythagorian Theorem. Dating from the Zhou Dynasty, this version is from a Ming Dynasty edition,1603

The Zhou Bi Suan Jing, or Chou Pei Suan Ching, is one of the oldest Chinese mathematical texts. 'Zhou' refers to the ancient Zhou dynasty (c. 1046 - 256 BCE) 'Bi' refers to the gnomon of a sundial.<br/><br/>. The study is an anonymous collection of 246 problems encountered by the Duke of Zhou and his astronomer and mathematician, Shang Gao. Each question has stated their numerical answer and corresponding arithmetic algorithm. The <i>Zhoubi suanjing</i> contains one of the first recorded proofs of the Pythagorean Theorem.
Teilen
pinterestPinterest
twitterTwitter
facebookFacebook
emailEmail

Zu einem anderen Lightbox hinzufügen

Zu einem anderen Lightbox hinzufügen
add to lightbox print share
Haben Sie bereits ein Konto? Anmelden
Sie haben kein Konto? Registrieren
Dieses Bild kaufen. Nutzung auswählen:
Daten werden geladen...
Titel:
China: Two pages from the Zhoubi suanjing< / i> (Zhou Dynasty Sundial of Astronomy and Calculation), illustrating the 'Gougu Theorem' or Pythagorian Theorem. Dating from the Zhou Dynasty, this version is from a Ming Dynasty edition,1603
Untertitel: Siehe automatische Übersetzung
The Zhou Bi Suan Jing, or Chou Pei Suan Ching, is one of the oldest Chinese mathematical texts. 'Zhou' refers to the ancient Zhou dynasty (c. 1046 - 256 BCE) 'Bi' refers to the gnomon of a sundial.

. The study is an anonymous collection of 246 problems encountered by the Duke of Zhou and his astronomer and mathematician, Shang Gao. Each question has stated their numerical answer and corresponding arithmetic algorithm. The Zhoubi suanjing contains one of the first recorded proofs of the Pythagorean Theorem.
Bildnachweis:
Album / Universal Images Group / Pictures From History
Freigaben (Releases):
Model: Nein - Eigentum: Nein
Rechtefragen?
Bildgröße:
4500 x 3834 px | 49.4 MB
Druckgröße:
38.1 x 32.5 cm | 15.0 x 12.8 in (300 dpi)
Schlüsselwörter: