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Mathematical Mind

Demostraciones, Curiosidades, Problemas, Citas celebres, Articulos,Retos matematicos...

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Mathematical Mind | mathematical-minds.blogspot.com Reviews
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Demostraciones, Curiosidades, Problemas, Citas celebres, Articulos,Retos matematicos...
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1 mathematical mind
2 problema 1
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5 leonhard paul euler
6 no hay comentarios
7 sucesion fibonacci
8 imagen de fibonnacci
9 continua
10 2 comentarios
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Mathematical Mind | mathematical-minds.blogspot.com Reviews

https://mathematical-minds.blogspot.com

Demostraciones, Curiosidades, Problemas, Citas celebres, Articulos,Retos matematicos...

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mathematical-minds.blogspot.com mathematical-minds.blogspot.com
1

Mathematical Mind: noviembre 2010

http://mathematical-minds.blogspot.com/2010_11_01_archive.html

Demostraciones, Curiosidades, Problemas, Citas celebres, Articulos,Retos matematicos. Sábado, 27 de noviembre de 2010. Problemas de Algebra Computacional. Hoy me he propuesto presentar una serie de problemas tras un largo tiempo sin escribir nada, de algebra computacional a si que para su resolucion requeriremos de algun lenguaje de programacion. Encuentra el numero capicua mas grande que se pueda generar con dos numeros de 3 cifras. Suscribirse a: Entradas (Atom). Problemas de Algebra Computacional.

2

Mathematical Mind: Sucesion Fibonacci

http://mathematical-minds.blogspot.com/2010/06/sucesion-fibonacci.html

Demostraciones, Curiosidades, Problemas, Citas celebres, Articulos,Retos matematicos. Sábado, 5 de junio de 2010. Se denomina sucesion Fibonacci a la siguiente sucesion de numeros naturales:. 1,1,2,3,5,8,13. En general F(1)=F(2)=1 y F(n) =F(n-1) F(n-2) (1). Leonardo de Pisa posteriormente llamado Fibonacci en honor a su padre fue el creador de dicha sucesion que a priori no fue mas que la solucion a uno de los problemas de "Liber Abaci",que enuncia lo siguiente:. MES N: Las parejas del mes n-1 mas las pr...

3

Mathematical Mind: junio 2010

http://mathematical-minds.blogspot.com/2010_06_01_archive.html

Demostraciones, Curiosidades, Problemas, Citas celebres, Articulos,Retos matematicos. Sábado, 5 de junio de 2010. Se denomina sucesion Fibonacci a la siguiente sucesion de numeros naturales:. 1,1,2,3,5,8,13. En general F(1)=F(2)=1 y F(n) =F(n-1) F(n-2) (1). Leonardo de Pisa posteriormente llamado Fibonacci en honor a su padre fue el creador de dicha sucesion que a priori no fue mas que la solucion a uno de los problemas de "Liber Abaci",que enuncia lo siguiente:. MES N: Las parejas del mes n-1 mas las pr...

4

Mathematical Mind: Triangulo Morley

http://mathematical-minds.blogspot.com/2010/03/triangulo-morley.html

Demostraciones, Curiosidades, Problemas, Citas celebres, Articulos,Retos matematicos. Miércoles, 17 de marzo de 2010. Si trisecamos los tres angulos de un triangulo cualesquiera entonces las rectas adyacentes a cada uno de los lados generados por dicha triseccion se intersecan dos a dos generando un nuevo triangulo que es siempre, sea cual sea el inicial, un triangulo equilatero.". Publicar un comentario en la entrada. Suscribirse a: Enviar comentarios (Atom). Alcala de Henares, Madrid, Spain.

5

Mathematical Mind: marzo 2010

http://mathematical-minds.blogspot.com/2010_03_01_archive.html

Demostraciones, Curiosidades, Problemas, Citas celebres, Articulos,Retos matematicos. Miércoles, 17 de marzo de 2010. Si trisecamos los tres angulos de un triangulo cualesquiera entonces las rectas adyacentes a cada uno de los lados generados por dicha triseccion se intersecan dos a dos generando un nuevo triangulo que es siempre, sea cual sea el inicial, un triangulo equilatero.". Suscribirse a: Entradas (Atom). Alcala de Henares, Madrid, Spain. Ver todo mi perfil.

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