Agnes Denes. Isometric Systems In Isotropic Space: The Pyramid, 1976

Agnes Denes. Isometric Systems In Isotropic Space: The Pyramid, 1976

Agnes Denes. Isometric Systems in Isotropic Space: The Pyramid, 1976

More Posts from Matematicaulysses and Others

4 years ago
Treating A Human Head The Way A Globe Is Treated By The Mercator Projection.

Treating a human head the way a globe is treated by the Mercator projection.

5 years ago

Realmente os matemáticos são muito otimista com relação ao conhecimento, mas isso pode ser frustante para muitos estudantes, pois sem persistência não há como continuar nesse meio!

math problem: *begins with “we know that..”*

me: WE dont know SHIT

6 years ago
Mais Uma Da Série “Olhando Demonstrações”!

Mais uma da série “Olhando demonstrações”!

#geometria #fractal #demonstração matemática #demonstrações matemáticas #prof Ulysses Bueno #profulyssestdb #somas infinitas #PG infinita 

6 years ago
Fractal

Fractal

5 years ago

Pendulum and light. Via here

4 years ago

Demonstração sem palavras.

Proof Without Words Of The Convergence Of The Series Above.
Proof Without Words Of The Convergence Of The Series Above.

Proof without words of the convergence of the series above.

Mathematics is beautiful. <3

6 years ago

😭😭😭

matematicaulysses - Profº Ulysses Bueno
6 years ago
New Geometrically-Inspired Pastries, Cakes, And Sweets By Dinara Kasko
New Geometrically-Inspired Pastries, Cakes, And Sweets By Dinara Kasko
New Geometrically-Inspired Pastries, Cakes, And Sweets By Dinara Kasko
New Geometrically-Inspired Pastries, Cakes, And Sweets By Dinara Kasko

New Geometrically-Inspired Pastries, Cakes, and Sweets by Dinara Kasko

2 years ago
Project Euler Has This Problem Called Laserbeam. It Starts As One Thing But Leads Somewhere Completely

Project Euler has this problem called Laserbeam. It starts as one thing but leads somewhere completely different.

2 years ago

Shearer’s geometry puzzles

On his blog MathWithBadDrawings, Ben Orlin reposted a couple of geometrical sangaku-like puzzles by math teacher Catriona Shearer. These are eleven of her personal favorites. If you dare, definitely give them a try!

Shearer’s Geometry Puzzles

Transit Across a Purple Sun. What’s the total shaded area?

Shearer’s Geometry Puzzles

Shearer’s Emerald. Four squares. What’s the shaded area?

Shearer’s Geometry Puzzles

The Pyramid with Two Tombs. Two squares inside an equilateral triangle. What’s the angle?

Shearer’s Geometry Puzzles

Setting Sun, Rising Moon. What fraction of the rectangle is shaded?

Shearer’s Geometry Puzzles

Hex Hex Six. Both hexagons are regular. How long is the pink line?

Shearer’s Geometry Puzzles

Four, Three, Two. What’s the area of this triangle?

Shearer’s Geometry Puzzles

The Trinity Quartet. All four triangles are equilateral. What fraction of the rectangle do they cover?

Shearer’s Geometry Puzzles

The Falling Domino. This design is made of three 2×1 rectangles. What fraction of it is shaded?

Shearer’s Geometry Puzzles

Slices in a Sector. The three colored sections here have the same area. What’s the total area of the square?

Shearer’s Geometry Puzzles

Disorientation. The right-angled triangle covers ¼ of the square. What fraction does the isosceles triangle cover?

Shearer’s Geometry Puzzles

Sunny Smile Up. What fraction of the circle is shaded?

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matematicaulysses - Profº Ulysses Bueno
Profº Ulysses Bueno

Blog do profº Ulysses TDBueno destinado a curiosidades, demonstrações, links, trabalhos, artigos, imagens e tudo que possa mostrar a matemática no mundo.

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