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Bölüm taslağı
Volumes in Ancient Chinese Mathematics 中國古算中的體積
Volume of Pyramids 錐體體積
Volume of Spheres and Double Box-lid 球體體積與牟合方蓋
Volumes in Ancient Chinese Mathematics 中國古算中的體積
Yazar:
Anthony OR 柯志明
Konu:
Matematik
,
Piramit
,
Küre
,
Hacim
İçindekiler
Volume of Pyramids 錐體體積
Cuboid and "Yangma" 長方體與「陽馬」
Volume of Pyramids - Liu Hui's Proof 劉徽的錐體體積證明
Cavalieri's Principle (祖暅原理)
Volume of Pyramids
Volume of Spheres and Double Box-lid 球體體積與牟合方蓋
Volume of Spheres in Nine Chapters on the Mathematical Art《九章算術》的球體體積公式
Tracing Double Box-lid (Mouhefanggai) 追蹤蓋合方蓋
Double Box-lid (Mouhefanggai) 牟合方蓋面面觀
Double Box-lid (Mouhefanggai 牟合方蓋) as Intersection of 2 Cylinders
Volumes of Mouhefanggais and Spheres 牟合方蓋和球體的體積
Volume of Spheres with Proof
Sonraki
Cuboid and "Yangma" 長方體與「陽馬」
Yeni Kaynaklar
z`]]
Other Variations of Cosine
Row and Column Views of Systems of Linear Equations
Rule of Sarrus - Determinant of a 3×3 Matrix
Circumference of a unit circle
Kaynakları Keşfet
Example 3
Writing Equations to Represent Tables 431
provencal_carreau2alg2
trial
Problem 5_2
Multiple Transformations #2
Konuları Keşfet
Çevrel veya Çevreleyen Çember
Doğrular
2D (İki-Boyutlu) Vektörler
Üçgenler
Koni
