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Trabajando con matrices

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Trabajando con matrices

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Prueba tus habilidades en matrices

Created by

Angelita Bosquez
Angelita Bosquez
Ecuador

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Trabajando con matrices
 

Trabajando con matricesOnline version

Prueba tus habilidades en matrices

by Angelita Bosquez
1

La suma de dos matrices A y B de m×n da como resultado una matriz de qué tamaño?

2

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

3

Una matriz A tiene inversa si su determinante es:

4

Si A es 2x3 y B es 3x4, ¿qué tamaño tiene la matriz producto AB?

5

En un sistema de ecuaciones representado como A x = b, ¿qué es A?

6

¿Qué operación no cambia el determinante de una matriz?

7

La inversa de A cumple A · A^{-1} =

8

¿Qué método usa la adjunta y el determinante para hallar la inversa?

9

El determinante de una matriz con una fila nula es:

10

¿La multiplicación de matrices es conmutativa (AB = BA) en general?

11

¿Cuál es el determinante de la matriz [[3,2],[5,4]]?

12

¿Qué condición garantiza que una matriz 2x2 es invertible?

13

¿Cuál es la inversa de la matriz [[1,0],[0,1]]?

14

¿Qué método se usa para resolver sistemas 2x2 usando matrices?

15

¿Qué propiedad tiene (A^−1)^−1?

16

Si A = [[2,1],[5,3]], ¿cuál es su determinante?

17

Si det(A) = 0, ¿qué indica sobre el sistema de ecuaciones?

18

¿Qué expresa la Regla de Cramer para un sistema 2x2?

19

¿Cuál es la inversa de [[0,1],[-1,0]]?

20

¿Qué significa que A·A^−1 = I?

 
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