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Froggy Jumps
Froggy Jumps

Desafío: Conjuntos 💡| nivel principiante

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Desafío: Conjuntos 💡| nivel principiante

Froggy Jumps

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About this activity

En esta actividad practicarás operaciones y notaciones de conjunto.
Objetivo:
- Que el alumno comprenda y diferencie las operaciones de conjuntos.
- Que el alumno sea capaz de traducir conjuntos por extensión a comprensión y viceversa.
- Que el alumno analice regiones coloreadas de Diagramas de Venn y sea capaz de saber la expresión correcta.

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álgebra | MAC | Vale Deita
álgebra | MAC | Vale Deita
Mexico

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Desafío: Conjuntos 💡| nivel principiante
 

Froggy Jumps

Desafío: Conjuntos 💡| nivel principianteOnline version

En esta actividad practicarás operaciones y notaciones de conjunto. Objetivo: - Que el alumno comprenda y diferencie las operaciones de conjuntos. - Que el alumno sea capaz de traducir conjuntos por extensión a comprensión y viceversa. - Que el alumno analice regiones coloreadas de Diagramas de Venn y sea capaz de saber la expresión correcta.

by álgebra | MAC | Vale Deita
1

Sea E = {n³ + n² | n ∈ {0,1,2,3,4}}, selecciona la opción que enlista los elementos del conjunto de manera correcta.

2

Sean A y B conjuntos, si x ∈ A∪B, entonces:

3

Sean A y B conjuntos, si x ∈ (A∪B)', entonces:

4

Observa el diagrama de Venn. ¿Cuál de las siguientes expresiones representa la sección coloreada?

5

Observa el diagrama de Venn. Cuál de las siguientes expresiones representa la sección coloreada?

6

Observa el diagrama de Venn. ¿Cuál de las siguientes expresiones representa la sección coloreada?

7

Sea A,B,C conjuntos, observa el diagrama de venn y selecciona la opción que describe la sección azul

8

Sea D el conjunto de resultados posibles al lanzar dos dados honestos, i.e., D = {(i,j) | i ∈ {1,2,3,4,5,6} y j ∈ {1,2,3,4,5,6}}, seleccione el par (i,j) ∉ D

 
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