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Ajedrez Lineal: Verdadero o Falso

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Ajedrez Lineal: Verdadero o Falso

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Desafía tu álgebra lineal con 10 afirmaciones.

Created by

Samuel Hernández
Samuel Hernández
Mexico

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Ajedrez Lineal: Verdadero o Falso
 

Ajedrez Lineal: Verdadero o FalsoOnline version

Desafía tu álgebra lineal con 10 afirmaciones.

by Samuel Hernández
1

Un vector v es eigenvector de A si Av = λv para algún escalar λ.

2

Si det(A) ≠ 0 entonces A es singular.

3

El determinante de una matriz cuadrada n×n es 0 si las filas son linealmente dependientes.

4

Una matriz identidad I cumple I · A = A para toda A.

5

El rango de A siempre es igual al número de filas.

6

El rango de una matriz es el máximo número de filas linealmente independientes.

7

Un sistema lineal se puede escribir como Ax = b con A, x y b.

8

Todo vector propio asociado a una matriz real es real.

9

Una matriz 2×3 tiene un determinante.

10

El producto de dos matrices no necesariamente es asociativo.

 
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