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ÀWỌN OHUN WÍWỌ̀
Mathematics
Ìtọ́nisọ́nà 66 wà
Àwọn Ìtọ́nisọ́nà (66)
Descartes' Coordinates — Plot a Treasure Map and Draw with Numbers
láti ọwọ́ Mark
Scientific Revolution (1600–1760)
22
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Napier's Logarithms — Build a Paper Slide Rule and Multiply by Sliding
láti ọwọ́ Mark
Scientific Revolution (1600–1760)
33
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1
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Newton's Method — Chase a Root Down Tangent Lines You Draw
láti ọwọ́ Mark
Scientific Revolution (1600–1760)
37
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Pascal's Triangle — Build a Pyramid of Numbers by Adding
láti ọwọ́ Mark
Scientific Revolution (1600–1760)
26
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Al-Khwarizmi's Algebra — Complete the Square with Paper Tiles
láti ọwọ́ Mark
Ọ̀rúndún Àárín
35
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Fibonacci Numbers — Count the Spirals on a Pinecone
láti ọwọ́ Mark
Ọ̀rúndún Àárín
34
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Perfect Numbers — Find the Numbers That Equal Their Own Parts
láti ọwọ́ Mark
Ìgbà Àtijọ́
31
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Heron's Square Roots — Fold a Rectangle Toward a Square
láti ọwọ́ Mark
Ìgbà Àtijọ́
33
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Euclid's Algorithm — Find the Biggest Shared Measure with Paper Strips
láti ọwọ́ Mark
Ìgbà Àtijọ́
34
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Sieve of Eratosthenes — Hunt Prime Numbers on a Grid
láti ọwọ́ Mark
Ìgbà Àtijọ́
40
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Proving the Pythagorean Theorem by Cutting Squares — a² + b² = c²
láti ọwọ́ Mark
Ìgbà Àtijọ́
52
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Measuring the Earth from a Single Mountain — Al-Biruni's Horizon-Dip Method
láti ọwọ́ Astro
Ọ̀rúndún Àárín
54
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Measuring Pi — Archimedes' Method of Squeezing a Circle Between Polygons
láti ọwọ́ Mark
Ìgbà Àtijọ́
43
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0
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The Law of the Lever — Archimedes' Balance of Weight and Distance
láti ọwọ́ Martin
Ìgbà Àtijọ́
60
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1
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Testing a Gold Crown with Water — Archimedes' Buoyancy and the Eureka Method
láti ọwọ́ Penny
Ìgbà Àtijọ́
52
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Measuring How Far the Sun Is Compared to the Moon — Aristarchus' Half-Moon Method
láti ọwọ́ Astro
Ìgbà Àtijọ́
59
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Measuring the Height of a Pyramid by Its Shadow — Thales' Similar Triangles
láti ọwọ́ Mark
Ìgbà Àtijọ́
92
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Measuring the Circumference of the Earth — Eratosthenes' Shadow Method
láti ọwọ́ Astro
Ìgbà Àtijọ́
41
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0
0
0
0
Ń fi 18 nínú 66 hàn