Geometry, Geometria

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Costruzione geometrica passo-passo, Costruzione animata, Spirale Aurea, Spirale, Triangolo Aureo

Costruzione geometrica passo-passo, Costruzione animata, Spirale Aurea, Spirale, Triangolo Aureo

◣ Pythagorean theorem, Perigal's proof ◣ Teorema di Pitagora, Dimostrazione di Perigal  ◣ Henry Perigal, Geometric Dissections and Transpositions (Page 1)…  -  Formule by BNF: Google+

◣ Pythagorean theorem, Perigal's proof ◣ Teorema di Pitagora, Dimostrazione di Perigal ◣ Henry Perigal, Geometric Dissections and Transpositions (Page 1)… - Formule by BNF: Google+

Immagine, Spirale di Padovan, Triangoli, Successione di Padovan

Immagine, Spirale di Padovan, Triangoli, Successione di Padovan

Spiral of Theodorus, Geometric square root construction/Spirale di Teodoro di Cirene, costruzione geometrica della radice quadrata di un numero

Spiral of Theodorus, Geometric square root construction/Spirale di Teodoro di Cirene, costruzione geometrica della radice quadrata di un numero

Phi Flowers, geometric construction (Pentagon)/Costruzione geometrica (Pentagono) http://gobnf.com/formule

Phi Flowers, geometric construction (Pentagon)/Costruzione geometrica (Pentagono) http://gobnf.com/formule

Area of trapezoid ABCD = Area of triangle (with the same height) - Pm(BC) = MidPoint of BC

Area of trapezoid ABCD = Area of triangle (with the same height) - Pm(BC) = MidPoint of BC

Formule by BNF (@Google+, @Facebook, @Tumbrl) - http://gobnf.com/formule

Formule by BNF (@Google+, @Facebook, @Tumbrl) - http://gobnf.com/formule

Formule by BNF (@Google+, @Facebook, @Tumbrl) - http://gobnf.com/formule

Formule by BNF (@Google+, @Facebook, @Tumbrl) - http://gobnf.com/formule

Formule by BNF (@Google+, @Facebook, @Tumbrl) - http://gobnf.com/formule

Formule by BNF (@Google+, @Facebook, @Tumbrl) - http://gobnf.com/formule

Formule by BNF (@Google+, @Facebook, @Tumbrl) - http://gobnf.com/formule

Formule by BNF (@Google+, @Facebook, @Tumbrl) - http://gobnf.com/formule


Altre idee
Limaçon di Pascal, la podaria di una circonferenza, Formule by BNF. http://www.gobnf.com/formule/default.aspx?code=0070087LKBP1

Limaçon di Pascal, la podaria di una circonferenza, Formule by BNF. http://www.gobnf.com/formule/default.aspx?code=0070087LKBP1

φ, Golden Spiral/Spirale Aurea Mathematics, Geometric constructions I Formule by BNF

φ, Golden Spiral/Spirale Aurea Mathematics, Geometric constructions I Formule by BNF

Raíces o espirales?

Raíces o espirales?

◣ Pythagorean theorem, Perigal's proof ◣ Teorema di Pitagora, Dimostrazione di Perigal  ◣ Henry Perigal, Geometric Dissections and Transpositions (Page 1)…  -  Formule by BNF: Google+

◣ Pythagorean theorem, Perigal's proof ◣ Teorema di Pitagora, Dimostrazione di Perigal ◣ Henry Perigal, Geometric Dissections and Transpositions (Page 1)… - Formule by BNF: Google+

Geometria solida, il toro circolare

Geometria solida, il toro circolare

Triángulo de Sierpinski I Formule by BNF I https://plus.google.com/110042963505971411344/posts/V5w13tatum5

Triángulo de Sierpinski I Formule by BNF I https://plus.google.com/110042963505971411344/posts/V5w13tatum5

an oldie (Feuerbach's theorem)  I  Isaac Calder

an oldie (Feuerbach's theorem) I Isaac Calder

About the Golden Ratio: The Golden Ratio can be illustrated within special dimensions of Sprials, Triangles and Rectangles where the ratio of the length of the short side to the long side is .618, was noted by ancient Greek architects as the most visually pleasing rectangle and its dimensions were used to construct buildings such as the Parthenon.:

About the Golden Ratio: The Golden Ratio can be illustrated within special dimensions of Sprials, Triangles and Rectangles where the ratio of the length of the short side to the long side is .618, was noted by ancient Greek architects as the most visually pleasing rectangle and its dimensions were used to construct buildings such as the Parthenon.:

https://www.quora.com/How-many-squares-have-all-four-vertices-in-an-n-times-n-grid-of-dots

https://www.quora.com/How-many-squares-have-all-four-vertices-in-an-n-times-n-grid-of-dots

Perfect Fibonacci.. did you know you are made up of Sacred Geometry??  Can you think of any other examples?

Perfect Fibonacci.. did you know you are made up of Sacred Geometry?? Can you think of any other examples?

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