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Desafío de Permutaciones

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Desafío de Permutaciones

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Quiz rápido sobre permutaciones

Created by

Sarita Fuertes
Sarita Fuertes
Ecuador

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Desafío de Permutaciones
 

Desafío de PermutacionesOnline version

Quiz rápido sobre permutaciones

by Sarita Fuertes
1

Pregunta 1: ¿Qué es una permutación?

2

¿Cuántas permutaciones se pueden formar con las letras A y B?

3

¿Cuántas permutaciones se pueden formar con 3 elementos?

4

¿Cuál es el valor de 4! (factorial de 4)?

5

¿Cuántas formas diferentes hay de ordenar 3 estudiantes en una fila?

6

¿Cuántas permutaciones hay con 4 elementos distintos?

7

¿Qué representa n! en permutaciones?

8

¿Cuántas permutaciones se forman con A, B y C?

9

Con letras A, A y B, ¿cuántas permutaciones únicas hay?

10

¿Cuál es el valor de 5! = ?

Explicación

Las permutaciones dependen del orden de los elementos.

Con dos letras distintas hay dos arreglos posibles: AB y BA.

3! = 3×2×1 = 6 formas posibles.

4! = 4×3×2×1 = 24.

3 estudiantes: 3! = 6 posibles órdenes.

4 elementos distintos generan 4! = 24 permutaciones.

El factorial n! cuenta todas las órdenes posibles de n objetos.

3 elementos distintos: 3! = 6 permutaciones.

Permutaciones con repetición: 3!/2! = 3.

5! = 5×4×3×2×1 = 120.

 
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