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Froggy Jumps
Froggy Jumps

MatEMáticas en Acción

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MatEMáticas en Acción

Froggy Jumps

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About this activity

Desafía tu conocimiento de matrices.

Created by

MANUEL REYNOSO
MANUEL REYNOSO
Dominican Republic
This game is a version of MatEMáticas en Acción

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MatEMáticas en Acción
 

Froggy Jumps

MatEMáticas en AcciónOnline version

Desafía tu conocimiento de matrices.

by MANUEL REYNOSO
1

¿Cómo se obtiene la suma de dos matrices A y B de igual tamaño?

2

¿Cómo se realiza la resta de dos matrices del mismo tamaño?

3

¿Qué indica el 'orden' de una matriz?

4

¿Qué hace la transpuesta de una matriz A?

5

Una matriz triangular inferior tiene:

6

Una matriz triangular superior tiene:

7

Para una matriz 2x2 A = [[a,b],[c,d]], ¿cuál es su determinante?

8

¿Cuál es una aplicación práctica de matrices en la vida diaria?

9

En la multiplicación de matrices de procede a:

10

Si sumamos la matriz A=[2, 3]+ B=[6, 7] obremos como matriz:

11

Al restar la matriz A=[5, 4] de B=[4, 6] obtenemos:

12

La matriz simétrica es aquella matriz que al encontrarle su transpuesta obtenemos:

13

Donde podemos utilizar las matrices en el diario vivir:

14

Datos en forma matriciales: serie de campeonato de ambas ligas; Toronto G=[4] P=[3]. Seattle G=[3]. P=[4] mientras que la serie de la liga nacional; Dodgers G=[4] p=[0]. Milwaukee G=[0] P=[4]. Que equipo tiene mejor porcentaje de victorias?

15

El determinante de la siguiente matriz 2x2:

 
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