MassimoZe

MassimoZe

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Equilateral triangle overlaps square

Equilateral triangle overlaps square

In both cases the ratio of the blue segment to a red one is Golden. Quang Duong has observed that the two diagrams neatly overlay, showing that the same segments may be seen as belonging to either case:

In both cases the ratio of the blue segment to a red one is Golden. Quang Duong has observed that the two diagrams neatly overlay, showing that the same segments may be seen as belonging to either case:

Triangolo di Tartaglia - Wikipedia

Triangolo di Tartaglia - Wikipedia

durer magic square | Math Forum: Alejandre: Albrecht Dürer's Magic Square

durer magic square | Math Forum: Alejandre: Albrecht Dürer's Magic Square

golden ratio in a circle and a 1x2 rectangle

golden ratio in a circle and a 1x2 rectangle

Golden Ratio In a 2x2 Square: Without And Within, diagram 3

Golden Ratio In a 2x2 Square: Without And Within, diagram 3

Tran Quang Hung (2015) - Golden Ratio construction, construction

Tran Quang Hung (2015) - Golden Ratio construction, construction

When I first picked up Louis Charpentier’s book called “The Mysteries of Chartres Cathedral” in June, 1985, I could taste it deep within my ribs. It was an indescribable food &#82…

When I first picked up Louis Charpentier’s book called “The Mysteries of Chartres Cathedral” in June, 1985, I could taste it deep within my ribs. It was an indescribable food &#82…

Giza on line -The Pyramids -page 6b- Dimensions and Mathematics

Giza on line -The Pyramids -page 6b- Dimensions and Mathematics