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El misterio del número dorado

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El misterio del número dorado

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Quiz sobre la proporción áurea y Pitágoras

Created by

Angie lisbett Reyes fabian
Angie lisbett Reyes fabian
Dominican Republic

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El misterio del número dorado
 

El misterio del número doradoOnline version

Quiz sobre la proporción áurea y Pitágoras

by Angie lisbett Reyes fabian
1

Se puede obtener el rectángulo áureo a partir de la sucesión de Fibonacci.

2

El phi fue llamado por Pitágoras, no por Mark Barr.

3

El rectángulo dorado se forma calculando a/b = phi.

4

El espiral dorado se dibuja usando solo cuadrados de tamaño 2 y 3.

5

El teorema de Pitágoras establece c^2 = a^2 + b^2.

6

El número de oro aparece en la naturaleza y en el arte.

7

El número de oro se conoce como phi y es aproximadamente 1.6180339.

8

El espiral dorado se asocia a la sucesión de Fibonacci y a cuadrados acumulados.

9

La proporción áurea es un número racional.

10

Pitágoras nació en Atenas.

 
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