Número de soluciones enteras de ecuaciones lineales con coeficientes unidad. Parte 4
Usando el principio de inclusión-exclusión, resolvemos el Ejercicio siguiente: Hallar el número de soluciones enteras (x,y,z,t) de x+y+z+t=18 tales que 1 ≤x ≤ 5 , 1 ≤ y ≤ 6 , 2 ≤ z ≤ 7, 4 ≤ t ≤ 10. Enlace a un fichero pdf con las páginas del vídeo: https://bit.ly/442niM9 Referencia : Gerard Berman, K.D. Fryer: An introduction to combinatorics . Academic Press (1972). Chapter 4, págs.73--83.

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Número de soluciones enteras de ecuaciones lineales con coeficientes unidad. Parte 3

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Probability problem with simulated horse races. Part 4

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Número de soluciones enteras de ecuaciones lineales con coeficientes unidad. Parte 2

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Probability problems involving simulated horse races. Part 3

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Principio de inclusión exclusión

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AMADEUS REMASTERED HD - MOZART INSULTS SALIERI - PLAYS HIS OWN PIECE BETTER THAN HE DID-1

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What do tech pioneers think about the AI revolution? - The Engineers, BBC World Service

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Multinomial distribution using the product of probability spaces. Part 5

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