https://padlet.com/a2020115395/Bookmarks Paula Arce, Elias Maldonado, Juliana Rosales en-us 2021-01-19 22:28:57 UTC 2023-03-26 00:39:12 UTC hello@padlet.com https://padlet.net/icons/png/1f4da.png https://padlet.com/a2020115395/Bookmarks/wish/1103668520 Si B fue obtenida de A mediante la OEF de intercambiar dos filas adyacentes, entonces Det(B) = -Det(A)]]> 2021-01-19 22:56:54 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103668520 https://padlet.com/a2020115395/Bookmarks/wish/1103672405 Si B fue obtenida de A mediante la OEF de multiplicar una fila cualquiera, por K (escalar), entonces Det(B) = k*Det(A)]]> 2021-01-19 22:59:29 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103672405 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103714550 Si A contiene una o más filas/columnas nulas, entonces Det(A) = 0]]> 2021-01-19 23:32:08 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103714550 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103721083 Si A tiene dos filas o más filas/columnas iguales, entonces Det(A) = 0]]> 2021-01-19 23:37:38 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103721083 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103724505 Si A contiene una fila/columna que es múltiplo de otra, entonces Det(A) = 0]]> 2021-01-19 23:40:30 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103724505 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103735265 Si B se obtiene de A mediante la OEF de adicionar a una fila el múltiplo de otra fila, entonces Det(B) = Det(A)]]> 2021-01-19 23:49:19 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103735265 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103739550 Det(A+B) ≠ Det(A)+Det(B)]]> 2021-01-19 23:52:40 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103739550 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103741780 Det(kA) = k^n * Det(A)]]> 2021-01-19 23:54:24 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103741780 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103746557 Det(A^t) = Det(A)]]> 2021-01-19 23:58:24 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103746557 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103748728 Det(A*B) = Det(A)*Det(B)]]> 2021-01-20 00:00:11 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103748728 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103749896 Si A es una matriz triangular superior/inferior, entonces
Det(A) = a11*a22*a33*...*ann]]> 2021-01-20 00:01:12 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103749896 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103752701 Si A es matriz singular, entonces Det(A) = 0]]> 2021-01-20 00:03:25 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103752701 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103753921 Si A tiene inversa A^-1, entonces Det(A^-1) = 1/Det(A)]]> 2021-01-20 00:04:27 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103753921 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103794522 2021-01-20 00:36:08 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103794522 https://padlet.com/a2020115395/Bookmarks/wish/1103838766 Explicación de las propiedades de los determinantes]]> 2021-01-20 01:06:32 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103838766 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103839403 2021-01-20 01:07:04 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103839403 https://padlet.com/a2020115395/Bookmarks/wish/1103842277 Explicación de 10 propiedades ]]> 2021-01-20 01:09:04 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103842277 https://padlet.com/a2020115395/Bookmarks/wish/1103844026 Regla aplicada a una matriz 3x3 ]]> 2021-01-20 01:10:18 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103844026 https://padlet.com/a2020115395/Bookmarks/wish/1103845239 Definición y tipos ]]> 2021-01-20 01:11:15 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103845239 https://padlet.com/a2020115395/Bookmarks/wish/1103852952 Explicación en una matriz 3x3 ]]> 2021-01-20 01:17:12 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103852952 https://padlet.com/a2020115395/Bookmarks/wish/1103853674 2021-01-20 01:17:43 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103853674 https://padlet.com/a2020115395/Bookmarks/wish/1103854172 2021-01-20 01:18:05 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103854172 https://padlet.com/a2020115395/Bookmarks/wish/1103855658 2021-01-20 01:19:10 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103855658 https://padlet.com/a2020115395/Bookmarks/wish/1103856144 2021-01-20 01:19:30 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103856144 https://padlet.com/a2020115395/Bookmarks/wish/1103859186 2021-01-20 01:21:49 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103859186 https://padlet.com/a2020115395/Bookmarks/wish/1103859848 2021-01-20 01:22:19 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103859848 https://padlet.com/a2020115395/Bookmarks/wish/1103860182 2021-01-20 01:22:33 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103860182 https://padlet.com/a2020115395/Bookmarks/wish/1103860387 2021-01-20 01:22:43 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103860387 a2020115395 https://padlet.com/a2020115395/Bookmarks/wish/1103861647 2021-01-20 01:23:41 UTC https://padlet.com/a2020115395/Bookmarks/wish/1103861647