Matrices y determinantes (teoría + problemas)
- (suma de matrices)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoO0gnnVEG-BRGsr8hyt9l9SVFQglb-0FDssG3Q_40VVkNumF6I_hdrgfrUNWy2UUTwEDlD3r_9Y8cSrjVVzBu84CIGmcAAfFKMZETG8VgYB7Gbd0MkdXNJggqj73O2hdMEz8t0T5y9dO0Bz5W5lu_xyX42AzDEn1BEwTvZp_qolhvvfLmdP8lXKA2AA/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-1.jpg)
- (producto de una matriz y un escalar)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsAGc9cboBTy0iQWWygs96HmDcQe2DgAdBTswwnwEmgvLQkmDObtqphbahhoFQZmWVOIMF6H2eT8QBexaOdmkuJycQHjKInqxuatJCaSMIeJAaOoYfSuCW01pmi3CDsvnrpGQkFW5__3tvGulRR3nzIwgNzVRw4gL9bCyOBmX8JemEg66tmsB-hK_s1A/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-2.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh71-7cE0V71ej_EyGLzEODmxykz5YV-Qc41tsCAdCzTlhG2qXmVXYrGkei6w125RyQPborqez8R73ptujfzjuUutq1K8t4__Ffk03U9hXl4B8tDQbziafiH-B89P1_KN5l0rqZcwhdir4BbjXpU_HEswjUVufLoZZTYAdEzdP-mcGjmACIrE0vP_UJTQ/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-3.jpg)
- (multiplicación de matrices)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXaL0tdv0wJ-cTlp2UPxWmny9zKwqu7wzVx2FnWvuI1bJCO-NS4TqtsZIkdfh6kf7knSpjLyuJoLiMbpQEmyHGiUupZWwuuVzeRkLrivq9ZS1dFwR8FVg-W3BZHwCXdv3rbv2Fgq7JFmPo_LDyeIftgB5f6SZdPKp7xXiKsnS3Y7gD60pXT0Uqtqc4SA/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-4.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidXuiOj1XoX2qB459y3Ij-3VdaXhgei2tHjfw7dHGfXsBB5JLnWNJlwA_P5c5t0OA_pGZ3s8XYT3RxhiORHFlPwsr1hiKnqwZ1hUQIu0fWcrpPF_wzRLwYk5uuaczR2yfZLxCsFzDd06jz_hUEoBIcS_blIBK2YjsmwMG34GlF-YJD6SnCkZbHO_J2eg/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-5.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqji_745d9d2vpe4J2vjJNQavilq_me_k94OlsLtq0CTvRsl1y-ZPgKLQgFd98EvuVHOjMCVNkiL9wPF5VRDBWhZxrCnYjRYJhpP1eS5J-LTfKfCxMQmcmIBNT7LuaPgaIjb386S8PJCtkxkup_7Qs9vAbm4Qzd8M8zN6VB_y_GLuZnrMyQ8FQZu495g/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-6.jpg)
- (potencia de una matriz cuadrada)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxq6_59HKcC9EmzfRW66lKrCIoJQGEVa0UWh4RrqHvjE9rPtsASxysim8xHvLZ2Wfdp4UIxJvO7BNis_0RYa2H7HkXiCkxHgqO0mUSFCRTaGL-nTxvoM3w-GLrMYWRd6-ky0r0_XF-FjrSU_oJkzkpMc2nG3b3z96Ivh9Cao_8ovGiXuf9iNpNudzfoA/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-7.jpg)
- (matrices conmutables)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH1V2Sb77GT60HEAYDfBoS6utzStVHbbIY7UokJRs7JVr-v02mCfrSRy9wLmUBizaWePnq0hhgBW9HlfjUR3OPZaABcli5B3Chn8zU8HizKgCr4qUEzCulQEyhqOsip-SJrtxVLMRptvlKxC90jZ3yCxv25EwQJA1ZLjq9f2W4i7FiPlXJOEhBuV7-Og/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-8.jpg)
- (propiedades de matriz triangular superior)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE51dDfxCpOjmx5Gxyb-cumAAyjajda_0mBmjCTn314V5_9HtpdmRy7VDusWx7SnLYzVfvTcB2jcxqeZikyEWmhBrd4IkRvDEiu63m0k-uQVeMQ5mJow0yoVVFGH0Mt7eytQJeDl_x1ThlvtxKY4VECJeUFCHYAewaprHpaSXY33ZgtJpXA3gWDZWEZg/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-9.jpg)
- (propiedades de matriz triangular inferior)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimj5GO8myGZVUFdYPLt8r5P3pWYFezluIo-RppQX9SOe-ANgCXmtc0j5zyeMQZIbYo6kAbWoBW8YorXXvcKyjWOPSXkH50UBuAy2aXulmuxJsRZ6Z2CCLRbqM3qxlVA1wB3FiZZGptxTnE8Gq9BET_3hP3bfh0BBgwI3O_0QsVZX2p9pA0m-_bNdJHWw/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-10.jpg)
- (propiedades de matriz simétrica)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj59kaeyQwDh0CFI7jwtbSyRpAohXOtT0b2RtZZpVjFZMn_TyD6gXkhepV-5prPhDpaf_IotQoKqw2-kvAIk9xwRC7qhFXq2JRLTp0e_Oi11LXwcTT-NgzwMrEkTVhnemAExeGWAKr4XyN56swGLffZEN0CHCe1ujUKpKUtVUPmrXtKhTobd_P-llQ7Lw/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-11.jpg)
- (propiedades de matriz antisimétrica)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzJHTA4slwakpho6yeG-BI8sg_vfdUtqE-ryrSLrOcV0OewFe8NZ5J6HeDE8xvGSmgEHMKQqQjl_FVllKjs8Av27UinX22Eg6FdWvSo2RM5Bd1YolC5txNByBq47biOdSaioGVkPjM5NiK02sQ1dkChcGmsVKLtnfYhgqLifSYg5ZBN2UDF6K1ab3Ojw/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-12.jpg)
- (teorema)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4UI9SlOzrNfr6unh2aIzJvqeK-OCRXxGg-7O11BJcrGVmWl2DmlJUYdGDfqMoqluxaHacS6KqFQb4pvGKQO2acuyP7PvYfxMxiZ4XPrBChBFLXp-ZK0jkI0a8WGXefoKLiRdjvlPnoZxtMWJh5E1X53wstInooyYl12mjauh1sr_i4EwYExUPxRVHeQ/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-13.jpg)
- (matriz idempotente)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc1B6fcMi1wGJL036hT3sX6jecHFBxp59KlbA4C5tFs2pppw1Libz4QScX0IH7lr8eSSNwzIhykbfZn72EUvzR29mcznMG5B4rvhbfX38mZ1yjspXqkSBOj58Vu9Cfb3nJaYgxJTDDDXMr3CvJaf080oXcq9ZGoHfYg3adM6jui4frkgQji-lPj4tTwQ/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-14.jpg)
- (matriz involutiva)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMfnuIGekIo1CDepk7w-XqSodpqIiNFgcjfByZ3qhe2LgfjcvYCWPKO30Oq6PV8KhuJBs_BxBhPMps0wr02tJQcuu0cOrgeVmgvAmoHTHrXhAQ1ftoLFyBjZV4anDx9q1agREwG6Wt-2MIQrtpFDJ3p3VBC7iSNpR7w73ifpM1lMxTE-wS8In9frmSxA/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-15.jpg)
- (matriz nilpotente)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjkwUWjOF9Ogtyj9NI4n7plb2quOcba4zxiSPg5MaOpws1SdLxmi8EllTBJKC72QF0ozV2uYdvGGUBm6CHAPbs9A8KdqI5skfiDzOwi3RA9rmD_bMrFTiaWblBGv4jE45Xu3dcGa1Kzc8abvD-QqepFGwjpvKqEyKqPHNY-_0zmh0GSCyLiSntn9R2ow/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-16.jpg)
- (matriz ortogonal)
(propiedades de a traza y transpuesta)
(prob)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAgj9vkX8Nc3X4lEjrfWg_N8z-QWThreyW2w9VjQfx3Q1001IoS-HfwdAsXbRNx4kwSsaYhKhi6f9m4KGaC2pl60LGgA2jm9Kh9iIWMg9WMlv-6FNcRGyseWCTpFCvHAXCKjF00BknE7fYjoV9gsJ0X3ziK4BzrLMdCBjZjATq4nkap_uVjiWbN7T4iA/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-19.jpg)
- (matriz invertible)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1wzSnqUjCgN-mebXE5im-cDeN47x9dNhp9ADXVOec-f5W577IQDjy0_Q-PqzgZ71meib4oIsJcoM5ISEtft8zwx3ihb1SGxbsGHQArxWkB-tAB9SiA5NIRtcwQub1j5KLFyFA27VlBzFw1mMiXls0R7WFwsYT6p6aIhProZ8dtKQb2VRnHKDjdAfpDw/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-20.jpg)
- (propiedades)
(prob)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgFCytfAOZvWfa7N-7g50qRbPqB3UXZSP2elOju7QBWuLUfpA8-CLvPmM1bN00WLZ2z44HO5i_QcqxGPvbmg97tYqDVzZmVggjBDQBu-Lqw1ePSUcmZmQmj_IWGrqT0y7hBIuc0WYX-3zeofgAw7z93z67GgBkI2qgXmdJXssm0GswkBWyBRzhUb_qdA/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-22.jpg)
- (cálculo de la inversa de una matriz)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGlBKz82M3MHZFBRelEdNUFajpleixzYpxtQGGNS1Vy9d7eEWLOMLCKLsKbDZfQLaw56xafqHE4rg15oJhyI1I6MsE-oHMg9UBLTRKxDl8AAR-I_5Faz5cYmC03p4FiqOsC8J8Izw3i5I4kMNAti4ScL9oBBAu_9NEbY3lDYlKbg9Ixf4UKSrt8R0gVw/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-23.jpg)
- (método de Gauss)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm-vHpXl1d2VHmNxEPdv-Bt_6yYhciJKP7UIz4_u2mbcbFtF0WyWY2QhbIbVWS_QvybgbmTw91hb1C5RBy7sQ4Hrp5yVOHZ1SO9BhWVB_3i8dXsNHc_jRdNEGeDpuKZTyidp2VHXroFWEOtWSAydYiBmRxwosyRIB91NRCKfNthjXNnylF8tkYhGQzcw/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-25.jpg)
- (matriz elemental)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGt57vpktoMI-1HXd19erB_kI9IIecAq9d5-24KjWt7zaEj2sGOEno6YoxoZDwPP30a-v2eZVa1Bk_SdI-yQLUdTREdjdlJWXNlWTEYTi-IoSrHyRbjxDIM78KMjftUVavBqNhxpi8KEeboiI4-9nlmePUr7lyDpF6bM0b8KQ3HNzGBz-rRW4hJsqMDA/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-27.jpg)
- (teorema)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMH4N6DHbLWCeqki6xhl3DB45hExVEBI4qikxhraqxoFSl2WaJtqn5oDkoDMY9_xUwFTkT27EgO13XWz_5Jx7lH29RPyjgq0lDBtnbU4rSpRFZjxL3nZAQZj_NMgiqDkBKZEHuJWPxVmhEwD0DGw69Gp0UyV7qswIYz8pFwQzDmDPC-4qCAxOc5-im9g/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-29.jpg)
- (teoremas)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFJON_PGHtRSUpuW5IqhP8USzyRVuzf3gjKtdjuS1U7HPwCXRUFBCZft40E6lQzxJ8wnMJqDXm_wpucmsKeUkbBwH-aZ_B3Y99eCJi552veJ2b_yaVs50u5-35LORz3go53HKtzgywg9femw6AuCOXqrON50eaj_7hVNCjw_k8F5VLXh3ZmzHvBBxVCQ/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-30.jpg)
- (teorema)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFuMaOpyiJQrCKFeOPmaG9OHUq0LhikTH3sNr0AVsQYk9gAT7UhLJi8kLwgGlHOgFgA6AXg9usWkmfX309zm0GlGhHTiKlOcsD_JEz1grsErTFOrYVj_xayWcWb0C-UV26T8PGCz7ytEFLgaH_nw7gyxM8dQs189SN2f8maI8aKtbLZcvahTvnJ2c_MQ/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-31.jpg)
- (matrices equivalentes)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirF0uEmhA5ms25AAdSYFqBAxe-xcwtDbu0BwnOfcFDY6JCFafHqctXDL6BepBwpQshEvIQgSyUkyX2aSexFD6L3eN9kqSc8gSx6un2Q_6_nb7LGok360OK4DrU8b737QXgNdqzpyP3cp66zOamoswj_JhAQrO38uo196AgV1k-NvldwfZMthZsH5IOuA/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-32.jpg)
- (obs)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9Nt6aCUuvOgflc6ZSpTzi5c0m8I-oBRRBH-ERo3FaVUinGKxYpatCZQXN4iVCOx10ADILKpZrDbrOlSotun3D1Sb6nQY8g8ZMuKg9aT-7M7eEKZ47NBhAAm5_b9bCOz0X1SQfuC5_1uHyc-raOC8yrKhKIwON_0RdXpz4uUhWgYOWKs5YKyOES1ajgQ/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-33.jpg)
- (referencias)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPxvutIwTbTaQThHYhj8j8bo7dlXfPWOXu3JbsEO2tdP9OJZl5NSQdXsLhw-zs2IRSCG5IKhEiP2wEBGpdPdapfXKWJ-EHjTV5xnIYuOcVXhaSsTxgHYQGigg9t9u5TNwnUeByS0Kxm0pLMw8ZLw48H920cgvPG3LSAHfH00eKtlnwTAVKMasbPy-VBw/w36-h20-rw/6cd75cb3895a4de584bed4d58cb5e6e1j83XPUNmg7ApsDTv-34.jpg)
- (motivación)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnYRXsYQ4iqkjiL2SZLCeKjT5rhEj34LbCy5wC54lVrA_i2zM2LaHMPXkgPPkt1DwzNGG5MQXCQD5z93Zr6RZm-okn6PiJ-644zZDi2f2eTIlweymMMYw2IkXPdCpKXOzFF35ZbtFuSA0/s200-rw/Al_13-1_Pre-Semana+13.1_00002.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIPARn5m8s76IGBeyftOh7XnbMXf9xC5fIVF1wQhcdKcqfJgR_NTMq9vwUNBC5-j9bdBHvimzgWK6AOtuG9N1TV2z1VXadVYMLooqgHcXgIOmspMdC6_c-g_X-jTaLGChcOSdnZiV35Ko/s200-rw/Al_13-1_Pre-Semana+13.1_00003.jpg)
- (matriz)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEYFiw0uHYVmmWEPrfsfh58IEHvfkRSeKDGsbPrNn6z1sVPVcWfzakaak8pTMneG3ao7Yuz6W9rlbVJJLLRdtr_3JnsWhCDRhqE_3MSa4Qa35I_QbQmn6M25U-ehrObQUNwwL32sFlNIU/s200-rw/Al_13-1_Pre-Semana+13.1_00004.jpg)
- (obs 1, 2)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh96TYd8aT1VkoqhK_uEEcffRQPOfyUiB79Y2-THGCI_yIJnVcBbR83IpUkFN2NgogSzw6X24wZ7Lb8o0QxzbSpu2qV6UDaIevyCLD7p2BGimgS3rrrjAAPs6q6DPUWBHHIJFDLOt8NeFc/s200-rw/Al_13-1_Pre-Semana+13.1_00006.jpg)
- (generación de matrices mediante reglas)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0pPuhCpauLXPriIM_ZYBnJnSnZWca6pf0rFn7WTbBwzkIkTV1yTb5zYWk0WJBHP8mgA7rOUxoW0E1jsmpJEnmW92yI3VPqTRvthjH3opl2CdHEnWKNPHjAWoODSZrOgmkWfbkrbJnCIY/s200-rw/Al_13-1_Pre-Semana+13.1_00008.jpg)
- (igualdad)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4eJP96YEMHX9-HVGx3WT5Wr1RaynfUIZL25l1n4UyKFo86eTAulyll3EKbHWfLBigBtPwQ3cE-Ei7kgUc1pfLarAhWHVyTDxcF3vGdUz4t4ilq6oANGqFmsuDcVQ6s5xwBU6F70g47ng/s200-rw/Al_13-1_Pre-Semana+13.1_00010.jpg)
- (tipos)
- (matriz nula)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhluswgrm0kN2DuZK5BHvKoo8AhLsYp-UV96mtI4i2jbIv-MxDhoErW83Ujy74KW6_3cXFkQf4ezfUgjCgAodjXPeZlwQGEUhpKOfzush-PvwT_9ZnX3ui0iKruX0OvWHjnCuOwKCv6uEU/s200-rw/Al_13-1_Pre-Semana+13.1_00011.jpg)
- (matriz cuadrada)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTmBPEocvBJIoJF5XKgb8Nq7kNqt2PpiioYjomGQmeg4cBnswlhdpEqyTiAQhyphenhypheneI33D2nvcrT-8BpKL23F7GN8PZg4FxlGHvOvW9lGgu643FXZ1B-mh3HuFkTu7DWVvXENPxDPi-Gf6Ks/s200-rw/Al_13-1_Pre-Semana+13.1_00012.jpg)
- (nota: diagonal principal)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivqVTcF7v12rT7v-NFFAwk1AEDK2whP9NCOUonQyWL3HCZeIhyC6syxllJxhPDWCNgCxSlmLiDHZ2x5nV3lXFRK5sOHtme7KjgfkQRJvZ-TSN-IXQybwKDsZhEXi7dgWCMaTWKAJUMy18/s200-rw/Al_13-1_Pre-Semana+13.1_00013.jpg)
- (traza de una matriz)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPYjJoHokQ6nPdgrn-4LBQ7MOMQicgWusynmqSXMNPuV_jw7tkgP6WLo3_zjWmNSWQUS3kPgp2bXiEFJ7LI85d5FSM8f1gOCPTeZIYSjcuY_cBiyRhHoKmJ8JYHtOE-uyUD8Nabh4LN7E/s200-rw/Al_13-1_Pre-Semana+13.1_00014.jpg)
- (tipos de matrices cuadradas)
- (matriz diagonal)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFPOnbh7gSO-hllPaLFez3BSFodc5TVVOUYdE7eGWzQf6klJywJvyC-xTVD8niDoRbI3Inv6nDgGaQWHEBzn-5L367cDeS0ExYz1cUwqeq8hdxnq2duLxmAMwonW9W1Kcp1Cq5rhBY7dM/s200-rw/Al_13-1_Pre-Semana+13.1_00015.jpg)
- (matriz escalar)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJqVxbdYx6fgLRCJ6ifdMy1oAlhA3PyQcCOhlQxQ8Ya_83f5fqlT8zayChs1fLoCoSwMjNRZDjkghjZk07nmhOBflZk0La_SKZGQHmrsrib5M3IX5_fT0ZvwGp2_0Gle24bPxUboQjxq4/s200-rw/Al_13-1_Pre-Semana+13.1_00016.jpg)
- (matriz identidad)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvX4MaDiVa3RNkENn6hR9NYgt5emRjL2XuTdJSMrkiiDqOW8OoKUj8BMZxy6Xd7IDNG02plZRfmrgD464t9dLBbSHLXpG_nTj1K2_cf2LIDr1YExzksewwod4UBfjAAbMnivlVk74FQh4/s200-rw/Al_13-1_Pre-Semana+13.1_00017.jpg)
- (matriz triangular inferior)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsbPANJ6JEx3jtk4x97puQMAX293BKfHqXry6F05zrv5wf7Rm92CMZnY6ie4IAPaZGCqVEJddsFCwTJwEE_3m4zWstvwYmn3zu-icB7DUmFVJRj1kFRAEIVVthk08tGZWYMkVS9zzKX7M/s200-rw/Al_13-1_Pre-Semana+13.1_00018.jpg)
- (matriz triangular superior)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAGVm9RNwW__AYm0mDMhNZEsKitqNYDKeApjoMmGQbkHe2XushNe8vbQS2z__J49AgKCngdwbOuZrwLRHd-3B-p0UevVjSAnsl5WbvwsmO9L_kuh0x9GN9wPhb2Z62Ufwi1pLH78-D9Ng/s200-rw/Al_13-1_Pre-Semana+13.1_00019.jpg)
- (transpuesta de una matriz)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCES1anc0i9ep2UnJ9Z70cXpmrJ2dPJlVx4nM5QxG3fFlnTajaKbSpsjDbwO6PVuaPJiIRYE-TVD8bKOLIcKOQ2DKEWcVvk5qxFk3DCmLdv3-Hs16kTlmxG08xqtJBZotWwTYhyphenhyphenr5gOkY/s200-rw/Al_13-1_Pre-Semana+13.1_00020.jpg)
- (matriz simétrica)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0sKl1kCQd-d04aaok8GSrlJvw-FAkuMDy4AzBtWtQZe5efFoFmjWpOOqvHLomj68KNb9Q95lA-SaoAQEaekXVw0I1zQz9bI7pJngnbGVvKkfGHcrQ0Z-WTLvfQKkAsqrp2jb0QWRzT5g/s200-rw/Al_13-1_Pre-Semana+13.1_00021.jpg)
- (matriz antisimétrica)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHZjFrgUcZSyx9I8790_W7PEdR3jFZoetI9_uIjGjMIxGrosrlDJ9UXdzoX189nmmMXk5KQl2TwONENk2szwmPeZZeXLXD9t4IYzBlj1Pyxpa9nI1r7hX-TmEecaVe3IMyL9m25e7hvMM/s200-rw/Al_13-1_Pre-Semana+13.1_00022.jpg)
- (matriz fila)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnbQIya-NDABt3oOBkxTrAIvXwGli08r9x6UFOQjXavqYdf3qCfJ2abn8RWrf4y3_vAjs_P3Dz0bolb1vofPUqhzNdPeuaTJIWy-lct82y-buOldJJtC_xlV9MvyWfrrjPk1OGgwQSv6k/s200-rw/Al_13-1_Pre-Semana+13.1_00023.jpg)
- (matriz columna)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwI7xJuC7NrBDcSNylXlmGjOsYvBr-j4fnI9wHCDrcWRCPHvUrr6Hml25W0OfUAQBWsUN-Kkjo_Pst8XKoDWGnKRsGHzBe7z0P-eFEfMBBfFoo0Ith_Od2r16KDXHpWsRz1lcJz9y0_Zk/s200-rw/Al_13-1_Pre-Semana+13.1_00025.jpg)
- (propiedades)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbUh28wVCPGg9mYJs43_6B5HkiNxU105CEij6F5JVb6u68pqk8jDtjpS6FXDI0EJcGQbFhAkB7xZWvWGD0CWO9gkCXK0mB4HSuBLyahSyKPZleiTZxcd5k_JnsbmcZlfgjP0YbPO3TCz8/s200-rw/Al_13-1_Pre-Semana+13.1_00027.jpg)
- (operaciones)
- (suma de matrices)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJVgwQCp19xA5-3LA621QTBAmm1UN5X16mc9WJEmE3PpIs_vwoBmejoqmgWoWPsTmn76fc1MyPQr29t-wdjZ7l35Vf_MbmaLxyeHu2As5v7KE5IUvJMg8a0IJlUDALp4wXIi_WnnUIq_w/s200-rw/Al_13-2_Pre-Semana+13.2_00002.jpg)
- (producto de una matriz y un escalar)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjptOrrDj1Jen9b3VgAOvegGBHuRQuayKfo6Nb5fa3qxpNzvDKoUaIbOMTlI0J2hZV-kiPDS8efI0dNt8vBJUFJMDyPwBx5LZIEHQVNeTkjNFNLBSVeVc-yoeHth6ld2BkbH_-TyuFD2qA/s200-rw/Al_13-2_Pre-Semana+13.2_00003.jpg)
- (propiedades)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKH7nRZ_MUdxaE2skswuLR5HSCDJ9b8VhwjTwVJR2BF0muAhwNSXaM3KLp1UMAQgceQwIjYpvkag2P4iwDTGMwSFYsoe5rQaqZqdYNiiMm7IizMOAmgbItZym3EiJoqY7eOMVnEQWDdcY/s200-rw/Al_13-2_Pre-Semana+13.2_00004.jpg)
- (multiplicación de matrices)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUU1pI6SUl97oYTVvE_dHi9G03aDq7ul86bJnECBHxzWX_JPjVyLzvZKkn0NVWVWzhusU4oouwdH7vO_Fa2NURpIvn5UhBTEIKFY6ZGUN_nE3DNnqIWkfddqo-0-wNqr7yMb3ZJtuoT1k/s200-rw/Al_13-2_Pre-Semana+13.2_00006.jpg)
- (propiedades)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFf86VahF2ybPO3vtHnmWk-nqAT5sBJ9q2zbncY5-Z12jWmhEuGWxhzgNKjQY2epbqEHUy7uwkXDfBkEV7W8hjH70dal5NkOhTwRNHklPz6qzqryFv-jjn5xEGUuAVbE7PlkQ-pNDXx_U/s200-rw/Al_13-2_Pre-Semana+13.2_00007.jpg)
- (probs)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRvJqfydvLPSHOUd69ecrb5Q5g49iySIqnknolFsIK7Y3eFP-RBdJs9A6XldEW4YXl4GkEIH8x2GAk42jCB5_hEsn8AFEre0kImO39fCxeoyw_5-V28-cCVXkbNTlTe1zdz5M9F7egZrY/w27-h20-rw/123_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXX8ZL5-_XxPHBQc_qTcm7avaToz8ipHo-fjhgE2tslTnie6qdVOqz3TAypwzCZZcpkvOdGbnAUCrLPNMP-KX42K9HarAPx9pQS1cRYrq7AQ88PX0Z-PaV3n6ql9nPWuuZd50h4-qyIRs/w20-h28-rw/123_2181als.jpg)
- (definiciones de matrices cuadradas)
- (potencia de una matriz cuadrada)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiLSwmL6pGn1LCZPOmoIybXt318aPoMFNZJwE7kDyaJE9bgc1DizGf0XhuzH0sHqEfqPVwxObSJWJkLVmTLHWp_jS6Cr76iea3k-XCn5gjJuJkZmOgpdex1tmbcYtjzSPHy8UObymxT88/s200-rw/Al_13-2_Pre-Semana+13.2_00008.jpg)
- (conmutables, teorema)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdOknFiLNQZb-hs763XMlRSlrgWQd6yG8c_oip2pQTevRZT8b0sFr0u6kUbibgF6gsKhVL_Hb9cR3z7cVVTnYvo_o39I75oXA8EsWvE4NBWXSAUdJRFC5pdyCnPRsTHPSf-4g0njHMEJo/s200-rw/Al_13-2_Pre-Semana+13.2_00009.jpg)
- (propiedades de matriz triangular superior)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1uDJ56bOEhPIh7q46I9bwUHlkGs5ATa-o7EZACzQTt1B09Y9D0Qy_3hAO2jXn1VaNcnWQeN80MjZ-bUlH6XybA6XQrd2G-hLh0rwSaO9oLL3MW18PtgQWP1BUmu06V_llRTW4SU7uMi0/s200-rw/Al_13-2_Pre-Semana+13.2_00010.jpg)
- (propiedades de matriz triangular inferior)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAC4LqmPbG0SkGp7T60x8ipZEoqsdVyU-gWPptyI6KFxTRVJheGEddpt1q7gjGeXaZAm88DejmY_elSMxmDK-OWIBKuMQmW05Mj5R0shEpFK5KhyphenhyphenSWSu3-aSel-9ojVBOL5N7LW2i4awo/s200-rw/Al_13-2_Pre-Semana+13.2_00011.jpg)
- (propiedades de matriz simétrica)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ_L9FfPUGYJeXnEoU8b0ESvxSntW_yDvLK2Fox2McwyWjzFG9JKR949P67rO604yJBSIpxRiiHLXVd6OV9QHTTFpX9zoUv-1tj5s2I4Qhp6Wr5CpTOrQff8kL1VzKKzbDSIkSf6zsPmg/s200-rw/Al_13-2_Pre-Semana+13.2_00012.jpg)
- (propiedades de matriz antisimétrica)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_e2N3B6KxJk0faqA3H4_duCK0ra7JZEcNvitVT3cGVbAKKfu_2_QuSdCXXgphbRnEKn4hZFd-yfejabQCcUvlORpojpZA4-KZdkhNCqFa7CrKKmTzK-U7btsmll4JVOYWkU-k8M4Z47g/s200-rw/Al_13-2_Pre-Semana+13.2_00013.jpg)
- (teorema)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbXZtR2D7R8rMLHKiYmyYlTfwMGCf7I6xpzXcIXQvtXvqAog5r23veeR1pVPGLudEJ2-UDJzcyqZfjFZgWTU4hHEp445LPIOCov1y0Pm8W3I98ek4vXr5h2ORzjt57UkSWwF-TP4gUBio/s200-rw/Al_13-2_Pre-Semana+13.2_00014.jpg)
- (m. idempotente)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ4BfkX3S2nCX91E85017RWuoxpMNj8eRUGIVNlay1w0hVShWEkB0uFdiuNWqOMMfi_hXo0M7M90unA4v9wA-2fh1vRtXaGem6xP3_vi9P7n1i9wEfpTobdQ8GrtfE5QXlcWaI2VaGcxo/s200-rw/Al_13-2_Pre-Semana+13.2_00015.jpg)
- (m. involutiva)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtNaYheIi9TngUwtWmUGNbHnvCla75G23gbc6gS7ju0z3lG5okTtexLpcwQYTGkdQUEuin1qmyTzWaSC4v_r3KKY8A-NqroEjqFDY_JcStjMOYaDeCB6GlQ_OGZbjnyKFw31Q6sYlAPCY/s200-rw/Al_13-2_Pre-Semana+13.2_00016.jpg)
- (m. nilpotente)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMuRG3_3HidVDYXXRsqSDsIvv5LT1Kp7t_u2s4EybuVLrV6yAUWJHB2JZA4RNQF7UUvWkI01cW4wuM_84iqVjVML2PmcguIQlfhpgbDasdrfnazAnjdt_w0jmOqI3CaGNm0uGup5v0yYY/s200-rw/Al_13-2_Pre-Semana+13.2_00017.jpg)
- (m. ortogonal)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5_aS6dKIr03qlOHm7jP_G0u98QJy5CfJJ6bmebF1KmJh6GCaWbhhGQWCtBMvGqCCxwEQVl0z339EJmWJ_0umgT-o9BH_EIM1jqU1XcS6hDlirT4NN40v_GRBkf7cFkamvUihYJg6vwlU/s200-rw/Al_13-2_Pre-Semana+13.2_00018.jpg)
- (propiedades de la traza y transpuesta)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZZihj6Tq9Gd-X_c7pJXlRNC6dfee_eB9rR3hmBFSsrDOLMvjnep_UJTtNiV7NjxRbCnA6LN-MG1B0a2CMYEiiYBfhrgQ1Z_ywuLHZ5jOEPKMoqM3gi7blWicnzEEU5VgrhLJfa3bEZ0c/s200-rw/Al_13-2_Pre-Semana+13.2_00020.jpg)
- (probs)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYEf8O8CtuaXlTsU6xWSXIJC2PVkXs5Ac5L4QeIM0PalB9f4tDEW8qAl5Rw-6G65DJlPia_R0w-9HA3DTkyrQtArG2CMbyQZZYRcfw4-wHLO1K1DOaIeEAUftdFZIDWGE6xk8daPvM4zA/w24-h20-rw/122_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjJgNIiom8rJQasaYqEyGQRbgXE2cJn84bnokBh8QgcdhiMdf75wuAneBbfNjcxpKQSnqBX8m919w1eoDb7TlsZQT6DpH8JVb_V33EBzIJw4zG15g9VmCNgZavekIEyqLre2IFnMmoXj8/w20-h22-rw/122_2181als.jpg)
- (probs)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOYZwPhCSBoCsvtcRr1dHs4bSB9zAiUbr2KxA5lJi26VVLqZP8LLWNG7sVtXeMo6s8LA2iuOEGFC2e1R4yK3UWgv9zBXcZC8A9cgHPQezEOo5RLcJp9kEv4oZVeuwm_tj-puvOzNHW1EY/w21-h20-rw/111_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhWO9AcDIsSg30Jflp730qj4LJBrOOciNqqYSQd4kpfmcDNYTzJXJ83pOtLHEVlXuFZHXfaqu-p8-P5n9nCxDV8BM5vJxK7nfLvOLF6e0oL3M54I1SbnReuaXF9z7a9Zk5Jf5r-8GhWXI/w30-h20-rw/111_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR7XoOhHPaq-x4rD_1qDvd7lyN0PVKqiR3q0nFP2rcU50bgHYQTd2ynUWDvIuJoqaKsQ5Daq669C_CaoFJ2NCE_eUWRU2gWLIyPVPd3YoQk9gSp9ODTDLa9Ec6bP8B_jPE1iNyYfkek0E/w20-h24-rw/117_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQlSrD168OTn_F-2D4c6ng-aJ2bamdtF6gumylUqTBovCgXdx15lPzkL5dlBNp0qMOjn3NkYToM6viINRYoXiIBO1ibemFsnrDtWCM6UtlGYeMmr4DlQR-R1ZsGltyPZ1dOSCjZa_Ha-0/w20-h42-rw/117_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD8vxKrl-TQbPRnOUaZruds3v7jxPp_8GLyln4Ta5FU2SPZDZLsxM4lQm5vsox-5SIwsjaf_9AV7jkOFwzyKL4slp3uub6w9m56vMO47GcybYmXLhCAqJWl1gFA-5ylJ2aOrD7sH_Whzg/w20-h25-rw/136_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK5mIF9V07YD9Ij9h0kE1F3HET11pF6aTmL_bFu-qnM-xQChaEEtRW771gY8EUOH-_MhyphenhyphenBv1hD1B0I1bOduh11wUxW-ymImJS2XJCPMlzux4HOdaA5vaMAOA_UoclBr-BCY69JUUQNFaI/w20-h35-rw/136_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzInGswX-lr_UZEWoRMESpW0kpJFZVTR0iVe9owx267htkCAylVG3oCvw2IK-loZp4P7ep1uicinJn2bq6NGsdhDig3ztiLwOLNB7B7E1812P18DhhHmI13q54ou4HiXwmEhUOzr0Rul8/w24-h20-rw/153_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7AZb8oTLxew7xD6fAzGLtBnsuzGP2qSQRJ6tmF-XXMY5vkZeW1vKN89DH7yMf984ecllylCwvxPWx2ZpekfCXio643YEjwoXeoiOKeVqUtVt8d6zTL4t5U-KJGidqWTRrqdVwEFvSBbU/w20-h56-rw/153_2181als.jpg)
- (probs: vof).
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_aCvKSF3b3ycCNp0O54NvfqVzG0enXcJHwQz1IY741fuzyDFsZAGg5fzaznlZ92GHk-aYenYyl-oMBujIn6T6n6ljuaIwfmBZCNr_s8yXVSunG_9yvFmIOpgsL8tFNhGTQT6PKXs73Gg/w25-h20-rw/129_2171al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR8V4I7uF13JAviMewcceBM7Aw78iS2GIsG9xOpvWPi6_M6MStVQ7BAzlNVBeaKeXvxmrHIMW7yK9nLOMenuZvxLooXYYq8Yo6JYNxt87kbKWCWBAlMrYrdfwnxQ3CUM_KZbVGuFspFiI/w20-h26-rw/129_2171als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgANCSJ97fSIFD9Y2rAtRnFJ_kqTFTYoEaqJFhAbhyqbAkppvRKXdFzeCC7I2DsgLA59ZUgOccq1Tj5Rg4QosdJwRj3hIE3-UTG5QZVVmNJdJYe0-BzVY2z7C4iNk5ZtVQy-M33JWz1HRw/w21-h20-rw/117_2172al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnub51OxyJ_6el6vZ5-IL1UOZYJW8d70YnwZhthdukZTbs3zz5Mkq6hPa9Zma6BPd5pkIMIgjsf7CWjnoYGWMf5zx-Abh6bAOZT1XbljOB1z3nzzmgCN2vCSo25Ax-0zyxWmg8rieyWBM/w22-h20-rw/117_2172als.jpg)
- (probs).
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAbtzW6W0UpLeV6k7gC-6IBxO1-5262L71Gwg3AhLV0RvnvxOHbHrJU0QIyFtlCNIFxouflqC58sUO9iaoOywucNwnKXbWE6jcpc_4r0A8FZHcnaesyiZ-FiAt9qSVbV3bbhfwRkXEFtU/w29-h20-rw/130_2171al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgow6nxq3hbVWjFbYyzqiFJkT4erD08nmjy525bPOIoO4ilJNjBE82erzMgyd2m5h5TbqkO192bkPSGWcEQ9Bro8yynrWWKFURZ2aboYqipiU2NVyoCMgGkwqqKvocfJxQ6jUd06W97M-U/w20-h20-rw/130_2171als.jpg)
- (matriz invertible)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLVTmASQGi30AHg3bA40HU6H4dlNiPwqj0wUguTcN9YKFaiXKvOYuTY9jlHy8Ji0SY_KyDMdTHeAj44Qdb2w8Zh5t28GBpCjWZ-ClbqOaKM3cRscwwfr5XFEgd4fCiW7Y1HCOHXsasgNs/s200-rw/Al_13-2_Pre-Semana+13.2_00021.jpg)
- (propiedades)
(problema)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPOxotpwxzArPf5LUS-3EiGdobxrEqxRYQdR9ahgeDQOSpcJ9Oc2dIlU07Bq_PUq1kgYzjta2wo6-9oXczTkuGVpqTeDeQyMLaVSZAy65CpkPkns3W59Y0XhfNc36JZnYV5nKH5UVkJKc/s200-rw/Al_13-2_Pre-Semana+13.2_00023.jpg)
- (probs)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaHyQw0qHSSYQYrUgRC_fZ5VgFst5gzwvF5sOhOlKMNphugPXYQU0rnUpTiZgwlawe4fK00yW4alEEK_dgOfyW_eqn1LdKIt0RrXzG_WvF0Xu-qGSs6fA0jq-CWVdZzvnRhOcz0-wAN4w/w29-h20-rw/121_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaqj8UObaK7KdoZZvL6h_Z-_HA6p14NiOcxdb9bVlbcx3PDjfhJZo6YpYvFBuFRO0yHZsMyrM0OIdr_UqkJYXOiySidb5Ku7njKqxSuy4-W28POsjpiEb7JBZiazG_zuQwqHjQwOaVasw/w20-h30-rw/121_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioTiGXcSWkpEiRFVRpJtepxvHP05dwLUxHVwAzEXbRoQkKp4PZ-m2GrKof6wtcd1bK40F0fumY2V7YNSY430Br5j-yW3qxT3Pfav3IvE8gEGuppsOZNqkQjdSyXJ7yFuhyphenhyphentrZ0TpD8gzk/w73-h20-rw/141_2171al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJqNDcMvFw2PksCT45Y64jDO6q5CgKU8dq5igJLqriS7ZE6B5MR4Na1cTkBMMlD5AT2Av6LB3d6Mh1y36-he6FB7Wx7uT2bFyWgfZAefMo-VMOzFQjMTQvAeyahajDGIMOSTGjQ9Q1vtk/w33-h20-rw/141_2171als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIjo673voKKDXsgC7rEl11qMf-HcfttbBK8iKu6lq7YWfRESkrr3uBrWtmchexAg_RNdh8zHzlG6T7qooq_cyjw2cyFVI1fRU-CxMAImVXyPD-DH_L8d9OqK7OaI0H8-iU9KYMFJmpO8A/w42-h20-rw/143_2171al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjbUICyAPH574VGVKAFI2v5jdt_fgz0mEAXcksRQq8Nlk6VPQ1eEZfV8GuZLeQeabTq-QXJai0fjqPIzmLlqVDib6-rpk27ls7FX9hogobenEgdLm0kjPBTgWzFF54szWUwCakaJas5oI/w20-h24-rw/143_2171als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKR3qrTbT7-Am899fUrY5VVYVsUUZPY58d3hlFlJe9c4f630-sJO5GCKCe2OVbYDQQBklgIyhjnVZ4Ilo2lGpFJfAdRRVYPpFbIOyjfZxkfdB-Byvigma2-IxyMiA5qkdZ2v88-Qkz5A4/w26-h20-rw/156_2171al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnek2gTaWhOsNR9Mgvjd8sYosNOGtv3xRwRL0embQyykWdFIg9tRGYTxdmelhvlkIKOsNPqrvvnO58nNzsl5N1u4FUmkxA5iFJ2f08mTy-DS-wm3TtnteQDs6q-P4jmrqq5IM1bOovqzY/w20-h43-rw/156_2171als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_f7KAb8VC58Ak-DZjx7_8Mk5UiUqiJNGm1AADMtnuzD_K8ICXmpCq3Z-5-xCuI7qV2o2XCl2NpVlkE2WMUGmElCTx7mNA2Wm5AM-TorI5IJ_pPjicRi3yQY4bWdqDyrBWw-dtcu6uL7k/w20-h22-rw/114_2172al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4XWD1XHJTzEY72ru90ieJE3YtBi3Ca-4TC6yLXElAO_6tcuKE5iKDwNRfUO9M2WWdAfgoD-VWCyD3h2odOrdHoAS4q2Pz6Gnx_R84HoW1j20uSFxq9RIb16IaNWtT-_WNJUTSWLelJmc/w20-h55-rw/114_2172als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1iGI1YUtSFqsE-1ZBZuHjbK0lFQiuPCi_vlfLHkR_MMzVmj88wKRtzRuLmn0-abSzedQV3hpRiKowhph1wxQIdGht_qlsTq3vzlaEC-zwCdluvO9dJwbJCuxcrFph50duYIA4iQc73J0/w40-h20-rw/122_2172al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJubCoIA_iIThYzoj5Ig_VTfH0YEKoovKRHFPxf0ymJxY5SDi3y-TRFp13l6BKRe1FaQ2HJQ6Sp8GsFcNiCg9h6gnV5Pd2j3vT0LM-scr5lghPZbMBKa_H2FSyHE4OLhVMGuS8gLMwFmw/w20-h27-rw/122_2172als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJcGc50MOJYskbpSEHZLld2Qitf3Hgaqd2sZGe84VTeHA8sPD3KebCF9yZacKmeKPV-FZNvc-VwOlH3DBILbFv1kbqe3IxmmJWjZFuwob_i28VF2otQRff6l3eBTqj4iOhYdLjZ321bV0/w27-h20-rw/126_2172al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx2N2hBLM9WY-qzM6nKXLVGwPiEUMDuEyXq-xwDWDUKXoi_Rq3SHd0fBy8zIUEUGRQsYltsfY-9nLDeqlA83_ua0REfIA56lyPciw1Hg2MZzBoaf9SsNmeJ2h-sH6wPCqP61WFA65K7e4/w20-h43-rw/126_2172als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKCaIyAGXuPscZBZ-6FbwOahys7NWWEQQv_-lP-waHcchyc8_XUl_VbFROa_g8zisSKBP5swm9tI2ZqxhiczVMwsakoXKsZgiwye3GRNFYsEJzaikVsRWCohzVhAKqH17MDhV1yRzlNpk/w32-h20-rw/127_2172al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivRZBON6xwLd6H90dwUEnW2BxzOyCLtdHAa_cnG1RRZlD-YgTFqqOCf3Cum3YHgXGXimD7D-4ccYt0wQ_5_qDPdjTlw_03tUzNsBeFVf7aXT0Yd13Gt2jsf6RukVbhUog2kdMND7-GS0c/w20-h24-rw/127_2172als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-LTlMuqJ59PBvIDsgpZJ8cl9-CvSQmDoF3Vegc2smx_8CoQ9AxV0SJvnedD0p9QimoD5ZsHioOG20AEV_ZgssC6QWcaE63n3ABbLHgCIXvGj9zBnEqm6awoiePM9X88drPrERiNXvcZM/w21-h20-rw/106_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXnxzHKbV9IDQUNirzLaJNjWEaWhEadXWagqXfz0daiHvwP0wiFNa7aJYrHNrapb_YaY9xYAT-3lrXCco0FlBwh2lg5-u-M7N60dc_YpCjwxI5pnU7zQ6QpukUJ5VJP9KN9DHKpOU2NHc/w20-h26-rw/106_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhELmLW-4B2SpnL4SNp4g1ei2oB8Qix2Z7GV6PAt5moyxjzFRPBE1TYMtoQmkuvujr2Zoj3pDmAPvyGlHt43ZzFwntu7LRiteyBAzGGIO1vqmKLIV-Oa9-NxehgZXWuCrLG_Xf2y3YcwAc/w21-h20-rw/107_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiInGPsNVR1hHipEbVKN7WXjSG5yvG2oEuq-ZBSOEQ0987TYmUVPSjBuGhyphenhyphent3zGJkfQf2EQWVBxbk1UrYz9azBGNnZwWQXEFBzmNuK394jh1DRs5pv6hWzPkAuDiyAQ3N2mzduJb7lZE7Q/w20-h22-rw/107_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWRmG1AOaqPrL21XIYWoSQAaJtHd5xc53mMfoFz36XSDphENGbEJFrwuuCzkWi06FzQ9FPZuEAopieDnmpmfS6yz0S8IIlT_4hF24q-toKBiwvCFHwgtc_0XSo9KgIQeFt8BENxO8fk7w/w33-h20-rw/109_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdBOK1dQQdGScSTb2O-1_A3h7-Qkuo-YoDISMlrVMKBdm6IhcTprBxMZRtELYhYzqewqn38y-lZkVo2OmaBaluCYagqoMfofWwYKKHyFGm8sQJJL_4b9ObVRx2N7ZV8KoT1Pxp3rWtQNY/w26-h20-rw/109_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkvoR4tW443ETOZB1wLRajuwbmRTz-hku3PH-3oI0HPGY2JreFCcknxkSRs0GWs7IR3f0UMrLH_y7MWB6uOOY11q4ARBSRxc_ldw85gWoe1szmK9p_VBaJOZ8R20zt2E6Z_CMhUZpieas/w20-h23-rw/132_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsqX2-zUGAHNvbTb1Mr32rDlEGqwJcboiUa6RlHERQmtVF_j8xKL_lo9K_5GCUhOXgGhwle3LE2dF2qH9ZcFbXco_xLPvW6kFI4GgfGEOTOYSDaxlXw-_Dix0Px13a6E34FpCWjlekgE8/w20-h28-rw/132_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw6IxtoBUptUPFfKbqnnkizdUEE4a7bmsf-aaXc_W5L0L4SebNXgdOvGl2zxm3qIFibBohzWJztQogezBBYBph37E3uXp4eJHvtIiir9w25W7c_Gkq45l-pOUMyQWqFb5keKof7AoeUzE/w20-h32-rw/127_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4Zlb3gY7eJ7sDDgXWpRHmRoBFMtsIJrssT30xpKQ2_j9-plaEKuh4M99w4i8Oc-W72dYFjwVMl5VNya94TA2CRcl-71DlKPfCn-5PNAMqC9GhwyQH8VHjTBppqtovrImsVwakSL3Keew/w31-h20-rw/127_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOPJ4GhI3Pw9dIQVfer2qMzI9nGiOel7lxv72zLwUKCHWZcUYDSbteUrOP_vkPZbBeFuMHbl4pSIUN8xGlmzDTj0aNaPGOIG7wiOTLq4Jv8dPEcJh9FCS8l6mJzi3w6SGbxScbzWQRf5Q/w48-h20-rw/134_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBxryDrS-S6l3p6q_c6justxTwEGb1gitk3i29VkGzGHY5HVGW4upeKgUZZqfEHxF0iCR9jTOR_8UNBS1XMWtt_wnRkHctHTI_dxaOnZXEHUBk6Pmadx7PbEvyHfuNQaWcpv7ejDzIyC0/w27-h20-rw/134_2181als.jpg)
- (cálculo de la inversa de una matriz)
- (operaciones elementales por filas)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHiF0aJdAtp-bfLC8QVZjOH8vH-Q2NeUOiEpG5gNZmPf9xs_JAdLaLNSKu42Kw7LXAgg0SlBJvQ3ARnWnUcrn5MogzEgWQoSLd1ox33M0hEiatva0WXBPu2LG-fRy4BJCAxMzzq4dR5fU/s200-rw/Al_13-2_Pre-Semana+13.2_00024.jpg)
- (método Gauss)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJuM8n_9bRj6-k_6IKxCUeEm8L5g14m2RFfBQ0RjMVTOKm8i5NmTd9JlIWsTThWmoksYFcbWRngSTpJ4TzWxpuHpmTc5r2xzmmod6SQzCNNXcTAmEBrhaFWxKnyOiRB_o7FEY2WXgfeXA/s200-rw/Al_13-2_Pre-Semana+13.2_00026.jpg)
- (probs)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWgmI7uDdgQT-3krl8FJ1hrrFA8fcBTtNIWDsxcxuL2jNz2sRG8SuZ_kS9SK63VrHq7Kx1lV-nwtsGX0TxkaXwaGTFdY_S0wqF7ZeuHe1hy65XXsDlWYs1eMNBK8WnUj0osB9CGy4H5XA/w20-h31-rw/149_2171al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBX8KdxjKwLWMzuhHwdwW4zYRy7i5E6S_a8ZzUI7YLBYzyx_82_2k-Kk1H7KtMh8QA4IcNYRKGND-gHvlWiWMm2_urLASpgIbHEZmHlQG29Eb9ErTjajDo1z9riOzahYAON5VOecYUF_g/w20-h31-rw/149_2171als.jpg)
- (matriz elemental)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcfYrv7BCUkkiunOhetsm61vTxkWMzt6N2qud45B6o-rZbKXjbOc3G0v7kohNXOAuiOmoAedEJDtYfH_06I3YR2A4FDOFwdbWLmpkm_t8AKkgQQzio2isQE0oTSdynjBJl1IY30pV_NTk/s200-rw/Al_13-2_Pre-Semana+13.2_00028.jpg)
- (teorema)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzq2qYpmUc8fKkpZY-50LKTkF7HkmVFpnjZGCBhJ_YWpOrkUH_5MLMAX70Kf2EJ3u33kj3beEe1_c5HLtxCXNYyjukDFgXhmLyBR5OAtE2aXLwltNVqsXlpwxXjmpRBha-s0QQJBMCMb8/s200-rw/Al_13-2_Pre-Semana+13.2_00030.jpg)
- (teorema)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhJ1tNj7eNrYdhYkJytOpXzZ5TOxhByKdEMUs_Zqdtw6ha_bpQnWu64DECPthYe4HI8vbUE2lf8G2viyRizjnrPmLhW-kg7aanCVsQZNeiogaA25MUmNRn8UdR0xUTfhtvej0zR5Z97tQ/s200-rw/Al_13-2_Pre-Semana+13.2_00031.jpg)
- (teorema)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRG8byQEVbxwU-tAaiL4d8dlvlHKR3O9wwk4MqdOmiueaKfjo2QtVOKfJcIMfkzmWMJVFXRBrwD9qzENAInBSdT3fISSz6T6g-ScbLdypK3OOoyAhqyjjQNWMNYUu4HxyrFdMzA6TyKGY/s200-rw/Al_13-2_Pre-Semana+13.2_00032.jpg)
- (equivalentes por filas)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDZl9JwjuxNjgcKIizEXMNdyojBihDZgDwN4Iq83cQmFf2xaYalt47MIZJ_FX0YdfOJtv6WohgMa0s402D1j5XgaQ_AzBSqL8kMf-tFYaT0Ia1OwQfH2o4X0g4DH3lMMnrLBp-dD6fm4I/s200-rw/Al_13-2_Pre-Semana+13.2_00033.jpg)
- (equivalentes por columnas)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqIfOLMZ9xwwsr4a3kYaXyZJnYOcEk2TJjXEIgUbRuTPrW9Fm7QAoYZEzHswCTuID2WC-mxTwfUMQ8ms6pN_tcQ5ga6LhyV7hPpxgELHwm0_iJAwRuH4wyPPgi2nQ8qAC7IQbDEcN3SC8/s200-rw/Al_13-2_Pre-Semana+13.2_00034.jpg)
- (matrices equivalentes)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhclTHyKO4Phcz8DURIY_dPIib827qUFlJSiCLPA5cskyonXjIibmToFExEswz-crg1UbSQ0fmk45qMau-vot59ATF537TkR3k9UFWe8V0neUQx_4_XfAdzZ_zJu40LqDmHQRi68ripyAM/s200-rw/Al_13-2_Pre-Semana+13.2_00035.jpg)
- (referencias)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMaIG_DyNsP3wvSw8eE3qW6u6KayTYqJNe9eGlnuvCLImRtwHMB8Z37YAF7zXLDKzrKsOharGJr41VylKkZWExEpi53E0qMpGXN5EZacue29xn6dFiTCHmswojmrGD3ZNi6TDuRaPCnRo/s200-rw/Al_13-2_Pre-Semana+13.2_00036.jpg)
- (función determinante)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt845cDAl6nf4is-lwrNBxpHz0DdZWjRaflj3Fo-4u6vWYNYbgke5IndhG03B7tIZ2vUZlPdc26_aBM0VQup0wNxOanu_xIkeycBqtutIMZ2ae4ZM727RAygz6L-HnhERg_hpURq5nlC8/s200-rw/Al_14-1_semana+14A_00004.jpg)
- (def recursiva)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSmeJ3vtVoYB-KaX7-Oz6dSlqqxi7Gyth193p1RZKB1g2snCkq-VWdWf5ytqkSQQBpyfoxCXS2Cf6bzAu9uWsfag3EleQ1k0nKFCXOc6zbb2GQ1aWbEnGG0oV1fzQmvY3mDjxzFEIXwKI/s200-rw/Al_14-1_semana+14A_00005.jpg)
- (orden 1)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJVOli2ZUlyueDiNe3czi4WDFZ-NXkWDunOe2EpCxUHkIyW0hPO7A6f_YdosfCMGFM0o3WdpqUSP-t-eiGDdaT6h2Gy9jK-obJ9hQ75h2BDTytHxfu7ttS4849aBXY5JVOqiIpaB04-dU/s200-rw/Al_14-1_semana+14A_00006.jpg)
- (orden 2)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR5Jo-tqqeeHdkzv14ehaHPNUxriYOY59_IkfRIBfgczDDK3k1e2oQ1QlLHP2-3mSf87cAQA9GR5Y-twEhaw8w8smp-ESunfawl3mcpFZaeRpO-0nw3p0UQZTz7yd8Ki7DFO6YJpo0cRo/s200-rw/Al_14-1_semana+14A_00007.jpg)
- (orden 3: Sarrus)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgycIjmguSA6x5Ewxa-BN1akKSAKEmjvwvxmUaDy4c-HVJPuZzs19AmsmB_8g5dN4U7Vy4OvLYK0wsNUCJqujF5DGaaPOGAxaumhvLtb1h9wSEO8vbMvRlqPmkcQssHkq57gJkh1s2Qbdc/s200-rw/Al_14-1_semana+14A_00008.jpg)
- (propiedades)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxn9LdQnTRAsE-Ahf4Gu_swu-Xem2ZqiaC3NkoragEJtIXuQHB-fJlD7AFH387FqOeRKfuQ9E0WXIV4dWK8xZQ1oImVkWc8V-9Z2vpieilMxUKFN6hCiTjVVk9fOwFUG1rVt6fttmOssg/s200-rw/Al_14-1_semana+14A_00009.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwwBJp8NBhsuaXxNYjL4-PK2beBMR4V_noCV4ls6FxcmLLkj2aFO_pX6Yh154qHYmWGLhtVAC4_SfD70YiRzhigAzICSwmMYJixcV8Ar0uos53PgQHB3skLLKy3VftkhzHLVHwve1fy8I/s200-rw/Al_14-1_semana+14A_00010.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7nkYEzZXD9tyuINwRNZTGnRZQnqyPa9dWtUOZPP6xvNhhNUJFIiXA6jjxs8Lo3xc-f09RGrRgnJsB6qbCqeSZLmUnagDJZXTQAatfoDZ2eR9Rwsh-JNzOOAB2uDW31ure4duPNLU0ibk/s200-rw/Al_14-1_semana+14A_00011.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgneyQCImg7XATMn0CSksn_sB6cXTQ8ytyywub09DxxheanUDGYXhCHxDe9iqwBSFLIoHaO7rJtYVk0lzpZR0DSzD2YIgqZZ7-Zuy5AMBv6C27HaTUl4Ihu451KIwzfZMvNtZ9_pD7ISkA/s200-rw/Al_14-1_semana+14A_00012.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6vfQl0NFBHK_usjYSmMiLV3lnWCfJemcIXBMc71PzIyHTvmj_2uKzeLofmbqY4FO4dt3mPQ7zzVbdijvQDnIYO3ngSmuy7FGYsTFclS3GQG6ywvSlyYjZdMoytuBKbd7ZoLT3eTkq7v8/s200-rw/Al_14-1_semana+14A_00013.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJUe_Jbk5Frj_FAwCXq7xUSpf4AVIRNykRds7ZJcE0lYwUnCb-mhxbqW_j8r-CYsYMxuQVycsYD5hK0aXBGOSp0vn5J7nZgcoikLujMze6aLSfG5bv7hOCRTOZPeXiU4ltp28c0ovYerk/s200-rw/Al_14-1_semana+14A_00014.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7QfQf5LDQqKaMQz-qSZd5C3uOCF1Us5Wc5jZgSkhpsbphn0FPnT5ryVfG9ndXMQEQi_q4ShKxhVRTTg5F_Iw6Z3K8DSfo3pyKplQ6UhSrlJI3Q44AZvUrRMlM6tOG7Sse9RMHHO2Pu0g/s200-rw/Al_14-1_semana+14A_00015.jpg)
- (Vandermonde)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghTOMujy1aXM9yUWSBD1NGsOO8bPeuFOmpPaNQ09-0cxPhoeeo_MqaPP4-dbTBWVBLTlgcMpsjE-2nrtPrM7JmEc9dJEP2VaPXJOQoY6rUFNRkFwRLO9axzHwuAk3YzAIkeQS7N_lJmLg/s200-rw/Al_14-1_semana+14A_00016.jpg)
- (menor de un elemento)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf9Wc3IcTiAJUsKQZ2WD3zfXa1Za061rPkpwWro1Y3LR8o-hk-WVJ-ljO3uq1K2CJH7Uu6N4UMxbqYvbljxlePhBoNIyexguqxOmAKuzA9CT_91os0ikJfvm8IKTr5GxbXpaJ9SvW6FHc/s200-rw/Al_14-1_semana+14A_00017.jpg)
- (cofactor de un elemento)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIs_p5sbEkXro3hd4KG2G8B3LauJ3yq3ZgPKQc6WsSZ0eIu9ycvabtVWMh_Y6hiU8of9SVdzNEPjIkFWv6y45PjY5SR0DP4FXc5LDua5zYBjpvfO_1exRMgCzLF6RcPgMWntOtkDif6fs/s200-rw/Al_14-1_semana+14A_00018.jpg)
- (definición de un determinante según el desarrollo de Laplace)
(ejm)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPHY68soUaAbny8vMuzkvoQ8ERMKtZz5K-JXLCFyd_WVHrmG0wWbjqVasLkljlJzk2c5p_ieyDbEU34w_Mx7Be3lavdWKS9cNvX9IrjIC7_ckKzyI8j3h3ZorSUqzB915xJmBHCwMbDKg/s200-rw/Al_14-1_semana+14A_00021.jpg)
- (otras propiedades)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7-9KaLKRCknimTz7JIjmOlodfHHQLHNY-Zhl2FXdLg3Egj88Kuaf6rbPNajo7eAAl0SIMjEP-lVr2coVtv-IAFBLh9SXNDhEojRwLCO711u1BdGx7XZ8TVmrcAuBxJqCm9O0yXec8g9o/s200-rw/Al_14-1_semana+14A_00022.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvYsXJ56LLpzDO-UGw_f93pHUtvvnZmiKCJ2-S8Zxf1fgU9Y3UZsYASY4PVmKMMT2MGDHGY5tu_c-bxXdEIEkEl-u01XW3lZcC8G0POjy-HkiU5dPPIIGY5C9ZsLaCgFFR6TRJfO3Yx60/s200-rw/Al_14-1_semana+14A_00023.jpg)
- (método práctico: pivot)
(ejm)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwMbFRK7V8o3dEHwkwDl6EoR7I5QHmUan5xilzcb2KYuTGEcdsPLOn_w6f-A0sJiRVmOT10zI0xoJJE4GOqPwbnZa0kpy1eLOQPMk3GsdmAEom4hZR4UEt0Wr7hMJgYXYjiS8v-QkBw9A/s200-rw/Al_14-1_semana+14A_00026.jpg)
- (matriz singular y no singular)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKFgB4bXE27aMSFf9OQT2NitVJuftmHu8K1tBz6NVzy8xUp6YSyBT-jM97ER8a7RqT_XRhrWyUl5zsW9DLLYU0XolFVhibWUSj7HmRAbl1lmEgIbM6qYxzRkWGTqvkVQ_exYewoSD1JRM/s200-rw/Al_14-1_semana+14A_00028.jpg)
- (propiedad)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPapMx7uggOtSmhHl1_dx-QWukeGqUoB1JtOWY0LzsgC2OTMzXLXfRP7Rum5QrK4kWJ_XnuISSbP3UWJCRAIyOlzkrPo9NYSxLSR6EwKi26vYZcGf4GUoow4ERHON38hVWzwb_Sl7O7XU/s200-rw/Al_14-1_semana+14A_00029.jpg)
- (adjunta)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSc58c7arUiFTMzf_eOC1y-AMrGAZ7ZyC9E5idValbS6I5vBdvchWJ6IY6n1yHWWFsKo5W5-xYW2xLQ5rnDduGUmcIHYC1SPCrO1JUDjL-Ut6_ntXsAqKSYTafw8watGwaop4w-Z7XJpg/s200-rw/Al_14-1_semana+14A_00030.jpg)
(ejm)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIriJm1vpPhDxgEBY8ABRzGNsAV6ROsrYujazdEttG_iB3WaKTv_-c3xVV33-bSsk9F9BxoZhinWjZCbMSYiHm2awXBQ0Ufw9zJa0RisHrwIH9K7l8pAhoh12T0ks_cEs9PhXNygluTb8/s200-rw/Al_14-1_semana+14A_00032.jpg)
- Introducción a la teoría de matrices.
- Matrices, definición, igualdad.
- Tipos de matrices:
Cuadrada, nula, diagonal, escalar, identidad, triangular superior, triangular inferior,
transpuesta, simétrica, antisimétrica.
- Operaciones con matrices: adición, sustracción y multiplicación.
- Matrices y
operaciones elementales. Definición de matriz invertible y sus propiedades.
- Matrices
equivalentes
- Determinantes.
- Función determinante. (
) - La adjunta y sus propiedades. Cálculo de la inversa de una matriz por cofactores o adjunta. (
)![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwbnqmvn9I4aS0KyyMweVtPZ1kxbC_FBxn_Yle33HYonPTozO5IY3Mi9Q9e1ac4pxnbOeegve6pOO6biRyz0LGj3nk97TU5oROqoIT-C9tlC-hbFdOpZEjKM8wGj9V1tWkUbxaDnJmAAI/w26-h20-rw/95_2171al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOGrqRfrRlXvJDY0CHOw_PQuWEPD2sMK5mBVF7o992SYBvCWlWXKf1Jh6chUCIuAvjPhY4Lmy0YU_9y6cqcl3ifYAuleQQajnCkQwAJ1vYl9kh24NW_A8kCAHNPBfyDlRcQkkbXBkk7QU/w20-h65-rw/95_2171als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWXcK7vRfMlm327YVt4Iwg-fBxAdqZJr9FtClubxJvBdwi20STBYn9aIAHcqOZCyP98aMGqMoCP-qx20R_cMhP-p0t1YFaMAnGP3yureA84G8qdCfQctdsYcaBcTUQ_L2adRT8lE7Z3S4/w28-h20-rw/142_2172al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg79Xahk34p4X2nVyHurwtvt00p3kMO4pc-bBsJE7XQJhZGtftqaKyJ7spF8Te4bLwu0DyKmqRYDMwnCO8KviOv8y6yozCInjCd-aTjxrmk8UiI2aJzZWI5pdQuRc8PXjVkhFc4Nr-sRaM/w20-h20-rw/142_2172als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrTOUp5u7od9QLm4eZJxosW1CcLOmyQXl2pg4LKhKndBsOjlGYD5gI-5mtzUVt-JL13Qfzq0nK64VzDLOmRfyBl1vzxmzbDwAEvoXjhTz5bgaWjJMiLiy5H6f1NBccYmaOrrPbghXpAnE/w26-h20-rw/143_2172al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgRGmKVG-aSqp8LgEH4ZVWvynAEyW0lgU7qJMNz14k86RcCtppMS5PdwcZcCDzXF4qsA7gL_y93pFJbLd1Oa_lmLwJeqE0y80-TQHKtnnjnQItJTWT8CvUtCrhFyzQEUZ-Mv5NoXPJ2QM/w20-h26-rw/143_2172als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrsB-udwgBeucafREuz8rxB6rO1KofQNVdhdZViqexYgqZQL8KC5PbXjUqPAiory05tvi-JZIoPCKwQ-im4CQuxrFKhWrYmNGdJWJQ-vvTJD117l9uFX3rJ1O2GczPLJax77aguseYsAU/w20-h21-rw/148_2172al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOoiLCzol2f8KV9QFuKuuAJ3XPsBuEBAD25LspXFLu6S4RNM_R10dSavQv_36I_29zBRTN-mliqdfSyThBob45THY_EzJv2IINCjSSpD9QYzIwKphfEldlhS2rMhcRFf7hMHo4NdErFAY/w27-h20-rw/148_2172als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgPUjz15OHH6m1nhYSp0DL9OllC6XRA5y6uSGxS6ifAuRenYIGSB60b_34s_F3hEUTJ5241CRdoTDqplZbFc7iY4zAKnsIhemvTfbqM2lTD75wwNvUsPNJH9N_ZjfYjc3xhkLtyO4buB4/w32-h20-rw/157_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis6D4WoIFdP7IlB40AJHNkYDuCGqMPIpQjYs64oQQpsZ3A_dlSWeB0byLG2pigSFBbR9fPT9yR5uAwz81krLGjJxSUUHWUVDCrLYe8g4B6JOu26ExFPkT04UZvZXZOA3r-oZ6d4pH2oI0/w20-h29-rw/157_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqd3cxmTUc1YTqCoR1m7bJm4u4upS5I6E15PDgpZD5xjUXutE7fwWZEA9UJOmTNJEPmaDrmHp8KwzbwJvgxKPE6n814mfUw-vvfc5_xJXJVANcpPyDBlyKcrkKBFxsafO9b4h6HmQykOk/w20-h24-rw/156_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi26uM5B6FKLWpXjASHTq3CDtJj8RG8eqcjKkMBRK2JGFyW7a9Sdvxrl_2glD3-_n9UeaI5uMYkVtroESieCvBBfh7B54hT6p7eU7BnOu4j6xQTcitrvoNzcMuXIYGtQO74IBwCh-7HZvU/w25-h20-rw/156_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiVYBXgi4IHkHSQEwNfh5RKBMD8ALIEx2daqSsbONwrI-qdU_gOs5ounMKu5fizrKDq67LyViRgbiYq_r3QQMi6TC3RGLm3JF-CpkSkXKr_EZvjUnX_VQqYZyiBUvq5D0crt5rsg_hoRI/w38-h20-rw/142_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvb6moePYOBJvwLnneN3HA7FWlA3k-EgB1C_2w3Iasag-AbdTd5gaubyMgK8Nvl7rJfAF1qZ4NUkE0qWbN2BebJIvBLk87eK3k9TErUCF5yZ_O93Fdgn3NP5cDWZZxHnzAGu7FbwGH2kg/w20-h41-rw/142_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2SXCFRYz73EThcXdKOi9whK5VccOvZU4pSfV5hzRn2PV1WaonVdrQ2LNoOTi_OoYG5WGdwMlqvGBnCvQiQesAqV6xt2xco1I3mtkw0l1VYG-IPwTn6t4edSLJzK9ks-zDx4AZTxzJMbs/w29-h20-rw/146_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5NM_wdyZ9lZs-m5H_tWEw18vUisALiVQBq7laV7r94XNPL-IHe71k4vvVHQ7QEh7U-DQOczhoNHGMnjYhyphenhyphen5TcavNCJTpx1eS4-qTa5J4eCE07m_dhIN4YrFv4-N10RYhn0Bf3ANOGr3A/w20-h56-rw/146_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGERssumigC0Dj6485t3S-yR-5vtJNQbMvw6Tud4VpQlsQ57jM9JAKodCoO5iUlGwgH6EPLN_ZwV_rk6HCGvMfxwZdOJ4_lXXpuzjfi_fBGUIwYZbgdbRP7_seE2X-F3766S25f5KpUWM/w25-h20-rw/148_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjkUiaVyJpKmv6AxwSeB6jhPLUmLqZ3SR87d2aXCVs8FMggIZkpHOnT8t9scXItOsQXDBnlEkmbYNz4B-Dgc_UWGHsC-YXaIi-zm1cHEyB9yg5bRRTkIg6YnZnK-y-T35Gv9tAEx0JEk8/w20-h43-rw/148_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz6mow0wyN108ZZnzQov5ELmhu98Dsv9lyjklvK4YTkt1ZgfhByQOHsV0v_jwiI9X-2KRbpSzEblt86eNu3Srhl11WHSYd83GL0N-XOLaQfSMm-5xqYKDmGbI2HACIh-wt34ch59UqUE8/w24-h20-rw/149_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjahMHaFncV5c-K6KVZ5y0wHa9fO7xFJTpquE_QGBeXX8e2APphH9nFr5pLCkCduoSTKaZ2bCOnxEWJ5okLpOxp95Sa84GOzY7nV1lzK5iwrsnzjjghMK-VOD9DIONUMt8wodvamMF1sTY/w24-h20-rw/149_2181als.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLy3xkVPLsSPYiyOCkALAh9bcA-WLj2T8USWq5BV4cZzdR6KShFPuIWjmzXVSuXwI-s15TpEhR5iJ1LJt9hbk3QOuewUH9U2Nach999Cu0e52hnAQsaY_BRElV5WNKSJMkmsHWWMId1vs/w25-h20-rw/150_2181al.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhvmiPuyDzIRiEYydQz-JpHw9Kb4T6fQ7wgHDW-tL9OCAp72VArBZo2wZnxHRzAWQgGLLMvQU4AOGsZlpL7NDSWaiQmEyOqvYkAIAxN7ZwZ4XmQIOb_v6U2FDmSskimiKkoUdURvEACak/w20-h30-rw/150_2181als.jpg)
- Matrices semejantes
-
Introducción a la teoría de matrices.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH4aKwGa3_WnFd1kFdxLpdcapuIsabxeGLp8LaO-b-_Dn7H04axGYoGLu5z4furvOPSXodIYl62gZyN_WjyS1U_MtHNhD19VZRsB3rG3HiHHASHOCOyVP3QfozvGNfQFniuUsK_cDrKg4/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0003.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg13liQwEZCVOLe4ONd7upgpA8ZmSscyqU7FV5WmDc6J9Ncnrrg-pxjANOOmt-SJyV1oYX6N2SEv3D0l1MfUUpS4cElO5H419LU3XCygnGsuAdtnWx3uqC0x2lhfFkxj-2F0nbslcj-BVc/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0004.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW3Uab2yuePocBaYIXCDMFIumZQ4GeXF4YQQzyqdvZ5GWjxh-GqstXD1hLoTk4jB5ismbGthpZlY3B2dpKzL8fMgAZ0NhOqLviDRDCLPrYzbKOGk7t3XBOj3x5lAVyb1eCnTPrA9OwwXY/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0005.jpg)
- Matrices, definición, igualdad.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvUXjLEVV6wJnYab4g3wtKBroUeJN44nKgmFk6p5uvuU40Y5uxSlt6FetLCd69B9_qDAtQQetDuY9Onsy7gHVWxq71qEPV75zqoxfeguMJAAxSKLZB3CoRp5AnISwjoXkJEkbS-5iXC5c/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0006.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTyhtfU6JPGrqFcdfZgEEf4LBmvzdoGu0xlFXjoGQmzMb9Wom4fGgdjMEcL2MJVmiNgRn45IgFwzylgmSUm2u5D3QJDoN7FSXEe8mRL-gpNxb4WayoIEYJ5DUAAftgeFcJEscFsKi9-CY/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0007.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5q7jMUmtb4UL4L61MzjCGTxkVkIzSrbwVMDsWZzvqP3nB9ZDT3C9hoA8pXSQQdrnQp-IXtFvlN7Rwa2pNl9VRLUbLRHEDYhsaIYTG8ky8jWcjbxhrq9i71kPAIpSwPkG52fQV52K_g9Y/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0008.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuAA2hbbrR6WM6THuWLLX-KK1BReMoAfq6AqDLXmket2D110J-7ZUsI_c9mc5hR7cIVesf_3b7AFZAssD3mwNBMng1ve153zafCgY3afwPER_6LV0Tv5yPXA3tIKSbTs41-6aJRRqFSws/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0009.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkh7p-4PwztUDGfq04qHqnKpbeeqGgddghp5-WdsmxAZ4tHfGbRPuT3TcGsddjioZiChfvD7PffQDYF4KKoeEbIbaKVUaY5_sU_bSWVXt0n9vAcOH3g4bsiHHGxlBIcjKyKntUapfGqgw/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0010.jpg)
- Tipos de matrices:
Cuadrada, nula, diagonal, escalar, identidad, triangular superior, triangular inferior,
transpuesta, simétrica, antisimétrica. Propiedades.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWg1-JGoz-JqBkuW-NNCqP2wcdPWkjthdQ9QDR27ylba-PyEIQBfArQv64NIg7N-iC4ByWOzR4p3mTrHjTX9AsEOz6klEGzNYwJkDuwDlYiKVnz5uG2kj9jo-Ia45NgfCtcGcu1Fzunkk/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0011.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh55neV_e-auifxxb0pDd29I676l0nZhg4t5jxpa2DUvkAzL4Un0qI9AaJCuesApi6xu4ge5EkMWqlbWE4sfWYBGBIM-99jN_BHp1HfaofOwC1qStnwEl_QObfoMbiV3fH6YoeSGkkiHF8/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0012.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1uTG593OTsSp8UmVXJqkn1UiYt5Kf7uvvQrv4HKy-t3rgBSje0tzk1RO8d-HVeAVcPK3xSsvYbARn9Ronddc2AMuRwMsLB_sHcnDEt4jdc3l-G7HoUY8lpsYW1DxglHlnqL5xFtAWUUg/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0013.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh93L4tI5opjHNaSm-BJCiuczNeXN8SYho67T9oMSEUVXbHRvBP73KfMtKupkY0qFTmaB5zkRktG-LtaKru2WakK5omlLYO_COwKD-uZzECIoE_T9Wu39Otd2jgrT1hueE9cv9RelxGld4/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0014.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD8xFMF_VtSDTCZ3ya4fmzqYejdqGRWsEbImlFp2lWUDSGwr_9BRViSiUui4GiTdvgkwIqZbpKnYQF8yfxLsG0IGqaBKo28Maih1x3NK6qHs-EikyLUUPaDK55daTYwdEehQJpgXPx7u0/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0015.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQdJNsBwFfdlqJTcGxzZi_oo5qKD32a4KhyC2yLnP29K248xJjwW0kyAjzbXZblmq46qW3AMrerCOG3z6OvtY2fHlw4EbbmwVWIR5M6kj0KbuUkbotdtmzjIrzI42H4PzAJqoEdrxLZFQ/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0016.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSt0d9Ae_VYWw0LbxzoHyXM1nIte3Ts6zUKvskfwh6i3HbNBGfC5_BmrUKZvep4CN4peNkCdWXu2nCCkwhoZaBm3KCBN1ObOFcKZwlVPF90GK7dnddAgJwvJG5lqDIp1fOOZDh88JLFvY/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0017.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1OLHYHjLdXDNxeLRxV4x1hb1l0bf5OTzTEv_RP8_3_XYmzBUM-sVYVbeQUvZ0voEQu8Lvd_GW-spbKd-2cqOUACq7zP4YtL1IeuZYiy2w23LPhrgPv4_RkJDu_hvAV72TVtltmpBRo4w/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0018.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeXRjbEsfwqFbISIYkJWUnRrAr7GwP0OGPRL5HBRUGypEdUPzloz3st0TdrYxzwLyvGtV8TihN0NXHV0S6Sms9C5krM_IOGkJm_I7aVCIzAEy2fMeCP7wItzIrOzJljl0ZWeWORR_1Koo/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0019.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigTUefIGOkSu6zHuu2R-3dDSdP8AnoN8XftNrQuWZw5WPLpzHCiz3eCPPqQ_Bmdqse75g6ufOXlcCcLeYCdrpjUcshqDf4jRCVOewOmWz6Oi3BcMF2U5avD5TvhQ3E2m6NBI-Zi7_9drs/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0020.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKeM5hQIhc7Jj_nS5lPgap3vgXIQ2v8wNBwzwnC7UUTFEInu_GnwZbwvy8nSfDqpSvsnKuPv6V4-G-bNdxEgcBzNRjuDrZ8g-UmNpEy9DjVuBbT-rMZElT5XFH9BEX0_ydBGqwlVr0P-E/s200-rw/Al_13-1_Clase+Semana13.1+2020-2_0021.jpg)
- Operaciones con matrices: adición, sustracción y multiplicación. Propiedades.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn4npaeFqj_z08LXQdJ7e8TGoQpOGtOVPVNUpb9weMUKbi536Otbdm-qUDrrSPz8I9mbI_z9WKMVTumIruh4rj7Ix6VhuE0ejmbRbTy15RB8QNkqwEWg4ljZyeFntWuSDMDasrN1XUo0Y/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0008.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLUh7dM98gXj7cEmfjHTZn7o9Vz6Ewp5-jw41NQUtOVL_ho4wETqShYe3hF2ST2xjmPjyF9Ttt6wqrk8NUU-B-m4Ke9xcHdYPnc7oGE0dw76yFLdaXP-UL6yBRErCg9Gy4ySWENDSNC4c/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0009.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHXKD0amIdszAU-CfRNZ1iSTW8ewkcywQ08rl43fhke5DrT4Ys7TNMKFXTRTmJ5jYTNIsTUxIg_sT90eUPvEY8Gjg59WYJiOjGCo9_VnNtG8PiT1R5D3j27JLe4TZja9OoXx32Evib9EY/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0010.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl98W3xWmXyEjC-SJl9u7mzNQKsv6Nq2dvHBXlyg7Oso9iyE0ekqZ_rhMXMDEA_rEQEsRAgG0ecHN-j0_9mfESyowl3AQSWakLH3cVLvpkgjFo1MRLWl-uM8a0lJJalInwLB0v23-5iFQ/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0011.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8AKAzeBJ-Ib4q9I9Wrg4YDiW89B_VtZeGS65kQotj9QM_lUeoPSrJf3IYXmZ4LdTpxCwAMlLjad4_x_4cVRUoMM1Hwz7LTUJhA7AiM7sQ5ojdL4EcWkjrW7yDfsx3BztI_nZaXl9KauI/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0012.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsXBKyufP6g_E8tIhMbUAMrW2aKsoAyZ9Dqvi3TrlF5UFZVBpylXHRA9KjQl4koUhyTWt2cmGauvJ6g36g6WQad2Y6DbvUTuHoCEZ0xlz9Uq_dKpesz3-L0GwdblU4bPcEzSf1IwcVs2U/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0013.jpg)
- suma.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAOAgBTWNUOD7lQf_5vWq3tgsQQvsIkcHvslGw_8CQ_oSzjUmtvOOqd3ISHarUAaqfpvKdt91ixcL07ZVRkUab2eXRyC1HW2SEOYKrcZeCF-8KONpi63zIvyd0xS14k99tj9TCntFmsNE/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0002.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqFqfqABxP39lAyKAAjU_iMYZDuPDvt4PMDWmqtNSOlHE6ijcGHAWuF2urXuPuLGRJAHS2EZUEI_rSLsRHkuCvLXfIUWjsgn6_MWdEFTJo9qqUP6o3w27mAfG3IIIjwrzCPouSnRjYYEo/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0003.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEige7yNPC3ef6DUOVJFDr2RDycK2OOqH_PgqkiR3p0cOmgB9BMGVNKuhO4qb5fg9s2aBc4FNb_BXCOamKyLVZijnVewUBgK47ZjPRTT1wgXxfVhHqMleZDzsJaJIXztWi_4A6o8SHu15WE/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0004.jpg)
- sustracción.
- multiplicación.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaHuGJpu-P5HwhMWH4s3phlK34UyDdpfVjYKWQYhZJV_067V6MfhXby-_xdVeSUMt89qLF9iZlwzlxrg3HzFyfXoKvNf6IioWpNN3g2wwIoC_qtLwdoIis5ttfN6nCHWZgwjzIGrVSpy4/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0005.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtvAmM3bJroyQHM5U544kdHVmqIgg8kCxqCwzst_t1PAhPVTqURVGPcjR9unoXixS1gwnCVYemWG7iDnl_FN58OGpJtziUF_kLA5liT4Nvhgxo99IIRxuSa8DsJlQee0jQZX1MrKtTRW8/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0006.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHCqf_zLGgy2l-rpIf8kC1SBMZ7Zaj30YSqo706guYEQg-hYTLSfa4hDz_X8CpKnlS8IWTX06U8rNz-DPinWlWfIh9_pTJwoJRD8zLVqMWlUFh62YKkjffru_-e1Zk8KRTFnfDK0QK3Z0/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0007.jpg)
- potencia.
- idempotente.
- involutiva.
- nilpotente.
- invertible.
- Matrices y
operaciones elementales.
- Definición de matriz invertible y sus propiedades.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihj0w4koTzIki_kfoCzieQReeymEsj9N9eZfWdbjDpO2lYVzg7TqInpHdOZrN5r_ZXPf13sXWpaagOxCe40i68ESFxwhEIhwu1mghYgKQiGnujPikpTBdL3htuZOD3vUSbJeEiQcaERtQ/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0014.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpVbgEscNZbB1TaYNg7nWG3AMk6MxKjgnLH_bVj6Nk3ZRS095V00P5OFkK9KG_ZxeRHz0xG6wQZSzB5pkx36jdNP65yztm5mKGvbeSyjTAtm2lm2Cj7L23O6t7xRV1i-QObnFY-PxEORM/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0015.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia1IahHhfnqkq0QgCKeQaXylmvP6SXVZEf3vOqvnX_OZ_se9gj7El6MhfqaQBkFvywl54tIyjGH48HV2ppp7WW6LD2hvtVnNVki5Pu4SnWRYqC7aEfgXN0yMMIMTOClRGTnoeVu3yDRZA/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0016.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ1mOOkvDFx2GY7MkZLO4nJHILanZqXjavdrAnzNOPFPPqnZ_V2AoJUDXReOe290p7fjx-ja5iBkmeaO7bHJ88Ki3m_iZYEEhHWQIsxeVPjEIuytf0YUps0OuyLHjnJHSKMhQ3lKQ9XQc/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0017.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9YbFhZAaHtgml0H2dFrvkGRSjYEs1QQ4kHXz-JX6uodctNVS3CggSSC2kIJIZUoYF9I4_yaS0fzsGrNe2UFEZBvfSDyW1yxQaV-odoepd2aGuZL5U3qS_OvJ_sb1xo-ki0VZDzgSFqgU/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0018.jpg)
- (matriz elemental).
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfmTDnKLXdU77qXJ2T8H146XGmccQTUvzCV2nHFrrN-acp3cIF86BXOenMcw2nmhExHAGIEAhAnC4K0LRgxkYtY_ZjFNxR1tLXE6K-gH9BLmYeFGJoGwuOrVv2cx9rpmpb-VNtgL839Bg/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0019.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3FbsHXUlymyz4xjV6sQf0luEyZGGiwBRIrOwC9z7Otyo_jsCERH6SKobLGInsF7ImyTvsv4ncmMsjD-BWzqh69VHCVC9xgdXWiewQ-iAEKfqz6_LUrPjRjfWum0PVmT9xkObjbxFMZsg/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0020.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKEKT4KYljce99vukBSslR8gYp59u4ayh65Eld6y9WQb5TaEBnxnNiZFB6urDkoo_IEdXZfnXriC6jZPXc47jnKNRsBr98NDAMGcPg8FeasRnncTe-iry_PdPzY1vdnlis325YuqaGKaw/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0021.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTtxszK3qoXYGbu4fwTBZ9AzcN7gmCaPBfgyzrGlkrNdh_gDmVmWiDADGO1ZoLyv1r8S-lEL-WJyU51aTpPLj9A_MiMncppJaEtsGZ1hJOJOVa7QI5ruNIqKuUpxuvKUhSVRO8_61POKs/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0022.jpg)
- Matrices
equivalentes.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqL1mWotjM_PMi4__05b8IDVgokfZQ7kMOYRJgpzt2bGqgXv0fd9DcFM4tKm-CK8mCSasAJEaSdagGpcmoJIZi_V2ptMReAEwQ68K3y-K6cgrCsWJCdUMvNcfYjgRV1cix4ket_Gu_NMY/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0024.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyOTq-Tf-FQ1aNCkpJCddaDQia-eiZPWnv6T3ffE6Gqxk6K916_ERxeljzrJgvoT8iVcDIh85i6XU-a57mhMS9MPQ79tZANURtJnaql99q3qNu6meS_p2eYBb-o_7GsdXU6MEBpEw-GoQ/s200-rw/Al_13-3_Clase+Semana+13.2+2020-2_0025.jpg)
- Determinantes. Función determinante. Propiedades.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwL3XtTWKLZuZLe3bho-9a9FLh3vZ8d0kyMfrBG55ckXyUu8VvsINwlzC0CZZtx092Id1hOk87ZZrfE_h03cUAdp2OSqEBc_LMrHEVjfcTCw97jSb-mq1P4M93UlUiQUMUiTVn7DDl3HY/s200-rw/Al_14-1_semana+14.1_0002.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWxOWnmo5kvdZr6kHZrkw6Hn3ifU2zG-Yx40drtZ2P1oQVJKwInph0q_z4YRpwfrlObEXB02McS8YvQIsYKQOJ2DQDjUB0ljWfMgp_Y92l5pGS1pdyuf3ANp4t-6IvvsKk-onJw-BNH4k/s200-rw/Al_14-1_semana+14.1_0003.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-kPfuRm2Vl9Xo5z1riHgCRX5WPi_4InsPhwvS1mmVNYn9ZkqsUD_r_6N2LXLcZ_fKR_gb8y-ou1rzqn34DP4AMWU4PW73dzvcXR17gPI6TcVfFZ8IUUP5R-IwPO_OJzYaHnw92qFNQV0/s200-rw/Al_14-1_semana+14.1_0004.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6edxG3rB_pjXNlY9wHXmlSTldqi_TxUVfRXrGv92nWH1WGZCZsKXPpCOmkDKRi1RlpekxR6aCCPaR0Erd3k0S-cVWxd5j37EdjIRlPwCI-44_ZyF_iAYEUkvFynQ0EPYJbB8ex97Zbew/s200-rw/Al_14-1_semana+14.1_0005.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXl4-hqdoi51nD6Au1QgIGnOm5K618MicdkyNGk1bYJjAJjgIdeCDtqQuOMwEvHlI31exlK9Fanvz26gVl8nHLMfZfDDrxIO2WA6z8xqdv12doL-gulH-ooa3cNjgRYsGqQUiGxByOfUQ/s200-rw/Al_14-1_semana+14.1_0006.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSdNEI-D1goz9evzPZjRo4B15NupePs0i2wVPnM8CI20P1B-DA-9HHDw_FF9Uv_qnDMzGwvJ9MNH278Mj7EgDe9z15HM-QOcWSbDd4IW2Fjcymtb5JHczkRwvOv1Dxj9XicSMFcp92w6E/s200-rw/Al_14-1_semana+14.1_0007.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGrjZPy-9C9d1Co7gjLecaS-830_HsxMt582SkZ5QKPWceOSYSRBry2vRmjd3ru9jIwj6uhp51n6DXleNlGkqE8X6lUwm-bDnDFYuTNJd7g9_YwwYAHJY9lMuTkhDiqB9mESVJyFtTyUg/s200-rw/Al_14-1_semana+14.1_0008.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJqeIq4Dp2Y-Zjm0gaalz2KbHzBBy5uyB-DBBu_iIVjDdjy9FPk9m4QpaWkNmqEsGY6U3c6Z1SRID7QcX8xl2m5SSmUWNsXxpAo00WHoS7ywz8ojjWdfPsVgLWZeuoBKT1SnVQek4VQEU/s200-rw/Al_14-1_semana+14.1_0009.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Kcsa2jyGiWmRcCJl0ok9ZLHliCvkqBdAYE7FzrlTdMkaJObd2oAtXUj-g_fltYa4eoplKzVi-qSZMLtpiVNPL8rqvqT4E4MbM-tE34wfGJ6PyW4En2RZuPXzHaGDzm8BQ5jzMn-2ljs/s200-rw/Al_14-1_semana+14.1_0010.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZuTBUhzU3MoVQ8MWh0auMjhK1fHXS1ZKNl6GDj7QP4aR1Wqq6GwMkoJ4PAasdrdXBWCEiuXfF8Y9GbIf1LamkxAlfTktmbF3EzHN28fPCEhkiTzv0PUu2qRfGU2oXsHzz6ghU5yRgP20/s200-rw/Al_14-1_semana+14.1_0011.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG3q7Z0HIqjHPe070xwPERBFLHKafDfcq9kF3oOp7FRNdbY0lBo412nnUxe5UoUx_x_O1QpKY94fn6y1pji5XPWUAHUUl00nrvalc5YItrdnXVe5lNO6aJKJGgxjy2vyKOOGm6JAtyBKA/s200-rw/Al_14-1_semana+14.1_0012.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGBmF5ibXioB743_Ls4F8VDPq9aVpMhCYDIGZjhEmSbdk-yxTbKqb25Pn5Jrek23TppvDuNOl-rwNgtMs6tnyZXI3dvsCtSAoXKgEYd3Bf3HyTyo0jP6-ayXvgUD9a0Hxhu1IvKuTkGyE/s200-rw/Al_14-1_semana+14.1_0013.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgb6UK8oGt2UgbeT6fBKao5KL7YaS8_rBVzi5Veln5JQ7zpk9QlCNKvF6FkghhssyLHXWx558iHxhSyoStvnzwvxZirDWujDEZR-IdVPyfl-WN2gQvD9Iw_c2MWwXteXJXpvhTgbacB2Q/s200-rw/Al_14-1_semana+14.1_0014.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-96Yobpm1VvRA_0rbGJYCYrV9Dwb_gnyMyIv2mR4V2d3vieEKAMqrsQ9nEzpkdmgmMXQIrnIwx3n2VzcuGPfaHMaxZtBUIytqtEwYSPUeJDF3ibYBXc59qxdYVEWg_H-08BivGUOu4Gg/s200-rw/Al_14-1_semana+14.1_0015.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqXX_fgc14SBfhuoSF1k3PzBt4nv7FQu4mBRlmo1J3ek7la_qqmR4_zWtfjppW3_MKeEZOh0lANCjhcWCclC_rG8hxMOFWi-mbzVTEU1zfIv4sRPP8LIEFtotDlxWiFYtn0NAlNZN87GY/s200-rw/Al_14-1_semana+14.1_0016.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3k9fhTGPBTRtrjoE8mGSQYUlpre_tLrJPDP6l0ySmm1o7Libn03tqkGfrK1YxfAv-q9VZN5O-54dKJ6iV2DbvoywTCvw19twtA-CVcy-GrTAcAz3DNFYcBna8CBZJ9MQ796QNe7aOiQs/s200-rw/Al_14-1_semana+14.1_0017.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYvb1uwQes8Ez4NGcuhHIkfeD58OhyphenhyphenfD9cEsaVVnXcLW7TVxKiemGqwGSETEnbf40xqhx4wfb5lPWuwn5N1dntReZ5Gy9Nf_HRy71l_AzkA5XYD7TkrMaezA80IVUm5_MkpCDRwwkrbGM/s200-rw/Al_14-1_semana+14.1_0018.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFYMPRIeTpr-dAoHT8sMCyt-P9kWgTywnK3EvnKsNBOGwpTDSWLfGAuLSQxk2FhhomSCiu0vuHTAi8MfjmSsbn4Qd2YrNoeyXE0Y4yFjHJCdtCK7-In31kbv-0bdG9wo74h3i-cEJshKY/s200-rw/Al_14-1_semana+14.1_0019.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIwtyiandBjFVx10jQDo3ufqt-_Xj-qu1ZxK70TjViakHzrOR3x1CybRviim3PpASVaKI5v7D-RcBsReW_7IBT8DVdlc4XMCo-ibUk5NggLkXHqD1C5LZtgbDjiteK9WGwhVWIzcIjUKs/s200-rw/Al_14-1_semana+14.1_0020.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkJ-_3GiFVHzIV7qjNIRRlRjfeM9bk9EqQhJNXn3ApVplxJX2lsKvfzMJDr76qzolSstxNhb_CQVnnth0TcJeQgCgJYfp0ogWjRmVjf6__ES3MhvFraaHAFuluPKVx5LYmB1yvuX_SHyU/s200-rw/Al_14-1_semana+14.1_0021.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwng1q5uaA1Os-0cBcuBuy_q3PH_298wqG0R0SgrP344SJUimBXZNun8XSsTxwSYOZQVnhJ92fC0P4nNwlkYjwT-VbFNSgHIy1Wbacg0rdy1p5JPaLweN0FPQHw-CtI6SS1Iohto9kso4/s200-rw/Al_14-1_semana+14.1_0022.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVpBJyHWfbjMYx7WIlhJ-20_isDuDVPJjx3M30Me4XTaIJkO1lCToYBYuUUtrwute2bCRQt4Dcrs3xqh4MR58eAbSXaEM34ABgVuMOTapbkBhACyRb4s6vy_mS4bcRY14WmEN-QabgSg0/s200-rw/Al_14-1_semana+14.1_0023.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirTbmq5Up4FUED_bfoDjIZyIRuD6R41pHA3ZAEEudoyVTsq3eiv4-eOMPGGVsYIkhgIlsJ_mYV7192pQ66WU5eQBWkD-70yN2dsTjudG5GszWVUua96uOSCDcvR1BFGXIDWZOFt7awEd8/s200-rw/Al_14-1_semana+14.1_0024.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-zGnC5xa_OSc42foWUSEDF7jIGvP_PdLzYSi3VgC_-mLIxb9HxN7uKlvw_RVeFazFBAlS1Mwz1mD8DjtBdkSznXSC8ZxZbrNqzJy_u6K1YX2ExD7w45jQl1Kr_U-7p4kDfM-mZV1yH1k/s200-rw/Al_14-1_semana+14.1_0025.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV-ED7zAn_v4wzfr33aWRLGJS2gJCohBbYonKNgU_qogzSc1U3dsfd9X1CgFxBjKfVaprBIWs-d5MqJ1w_xKgqqpTABYJotpHC1NOpEuR4AplV4FhFjVm4dfaZZaQXu6mGVh1qPwphha8/s200-rw/Al_14-1_semana+14.1_0026.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-nqU2L8gKC7y9N54gJQZgbRebdy875D7_XgUuJJZ1e6lLqcRGHODW00P1_inC0Rix-cvsV4V-zknMTx9D0IW8cM3jFf5bhhjFC48JFhz2HQ5brclaIUvQ4bquNWUtd2-U5tF0nvkNNyc/s200-rw/Al_14-1_semana+14.1_0027.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWYrc0sRMV3EvWXD_z6UVCnz01mzbME7wSZtOMV0mMXPMEclCp0U4lLjI7f75z5UUhuYZ_8DF2mE-bYi5n3MKLYJOVCleUAH5hCo8RVMQ0endD0dJzJ-5Cnv21cymoyqJyw8qKjoTNCm8/s200-rw/Al_14-1_semana+14.1_0028.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjiDUBI_REie-ZDFqw_2acPPyCg71-Uy8AN80LcbYa0mX3K9vOfrIowNzTpVcmGkpUjqEWIEeznB9PohJ0OT_uiLuEE7WQZm4wL9RXX_pUWXTqpgUsgCcaAyowA-dOwt7yctr7OThghmM/s200-rw/Al_14-1_semana+14.1_0029.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHu3v0LUkcZvFSKnu1JsekAHZv0dmo-chCNuMdW-jbExJk4tfVXMmNSvQW_ZDMqnlGmYs_S1OHqKZ75WmiZMYKLcy8jI3N4W-bIOL_c66zAR9tks9hCNMkvytda9jH5f1qkZvJMWgYqS0/s200-rw/Al_14-1_semana+14.1_0030.jpg)
- La adjunta y sus propiedades.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjx3-41EhIspN6jXzIH3JbsBOU55sugdm0I77hVxXW5z_Iikp_Tuff1KzTk1sOgkKqnDdullUCX_tjcn3Ly7xY8zpp_HLwJrPJCGemPfxiFGjZ-j5SXFfGGE_Xmt3LynMqwBQcrOzrvG4/s200-rw/Al_14-3_semana+14.2_0002.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWAHzK1-xcH6nRcyjJkYEEw8vKonWm42iMcbG8z8e2FV4SDO9X-qIW_VlwZbstIS4JhQg4F2_28h0VT69Du9jUcN7zUHCXdsanpOytoLzZiHlNPvUCtIRN9yI3bVgINJ8HJskJEm64R70/s200-rw/Al_14-3_semana+14.2_0003.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0caehqYfsT2odl6U1Df32VvXiCPqOpNYa8tzCCZBHYYQAs-2zQYrppcBJbYbYMhw6n0mQER593zNTCfu8uauq4ThwX2OPWW-a0xdVducPaDmCu5SSVI30HzGdrrcabCthbwxlLKVfwqU/s200-rw/Al_14-3_semana+14.2_0004.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitsPRge9oWgzLyavQPfzPmMPqyGfz5_nvpWOhgyubkp-kKgb5Q_X6HFdTRCQt_4UY5DpZd4jS0yme0_MpqadTxxJ7TOTKuomzjEtsyAW0YrZXRbjngA_o18rFEWDm5UZHrXtklB9B7zP0/s200-rw/Al_14-3_semana+14.2_0005.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLY6jsA6YyjVXWtyniRG84sgYgPvjNpJmFaO2wVQj99SpxxnMGN118DirHh0gSU3WrxPQc7iWo77zMk3cnhkiGm0DzlHwE8ygiC5dZitMtGR91ifPDosEBrNONxgkIZ5-5W2ulfdQR8Qw/s200-rw/Al_14-3_semana+14.2_0006.jpg)
- Cálculo de la inversa de una matriz por cofactores o adjunta.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdHBjty94IQxRDfYqS0gDdDJRiEv1pax7AV9oNeH00_5PqBDaDdguAod4m5n1-tUyJrmcDYcFZQ0ORzrwNUQ2YEjLQFDHt_Blo5ylrmHxFRg61dfP69q_9B-Z8LjOv7RlV1UhYrVOeZes/s200-rw/Al_14-3_semana+14.2_0007.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvK6XWnzLNZ_Wg4RRebf_FK4kB8-ItsxLSrhXM4-nFC_4E-Nq_-0MCLp8WkaXiQTPkjVrFO7y5gBIBdR3gKXMbYzedSbTtikLgdDsf3GrPHKvi2IDpx7mp1yFoP8RWeuv5LWLvRG2LfNE/s200-rw/Al_14-3_semana+14.2_0008.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUiXgHldm2f-NTKvtrvFmMGAC1bfKN4wLPpRYXqWcYzsUoW0IP8szmH414za9voyaMoCcYxADwvzQszfmGyKt3WcuQeYw4byiHQCnlZ6q3yibWN2s6LhJjYzAtrth4rxmh_YN-iUhl7ms/s200-rw/Al_14-3_semana+14.2_0009.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKzO_Eqa_nsTPQiDBaH23IZsvGJHGIhB8iw23K81utg_EaYMG2vCqnRmf2-mULTzlsipR00h529MzMSw43h-l66DJanONgkKyVLLBu_MkDa9L4oIb5Dnrbq9_5f-Mbk1p88i4MFhSUPoI/s200-rw/Al_14-3_semana+14.2_0010.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD1a3pde536SJbuEUMLH9Jd5cTK7lYV4WdNbImlcEYC9TzKi5thjfQ7St8A_X3sg8yjdqUasOPitqMCik8_plI_9HR4BXyYidflk10EsYzk9fS_UlZ1zcnAc3ba3jJ9rEfqq1Pb2yPPNE/s200-rw/Al_14-3_semana+14.2_0011.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiApG6GvONE_YjILW_FcR8imQ8h33uFN5YFKi7fs_KrkC92dSizxmj5WILfbJw4yi6w8LUtAcAnk-nnB0kuvfhK97th1W1ugM_YifpruPjH6Q2Y7zTtkcNbg5Mm2VUgHeoXC0fOLP6HM7Y/s200-rw/Al_14-3_semana+14.2_0012.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNLOmrPsh8bKHYv_JJbZVeAF1cXae0GxE2hQWYaCHe3qsYiHikvohMVRP0MVqPu-FE2Gi_aAWwWmQEa0DUNNxtfGlnzqCfpUSgRL5CjBNwY386NtuSe2PFPogzfLJ28nJIzSnni1Icmx4/s200-rw/Al_14-3_semana+14.2_0013.jpg)
- Matrices semejantes.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLzDA8jpq7rRGQo_t6f9C2mO226AHH0CawJA3QBFE9ff-s5ziKfSfn5Dw59NltVs7uA7GZjMmBQWjF5HzkW7DHoqKorPbowtW1rSHqTh9_HWQQXB1BJlngPN2U7ohoppqditROzT_PKxg/s200-rw/Al_14-3_semana+14.2_0014.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqQrBwT-Z-AXTzcFBrvwRkEYGuJmS6QCw_5qG_1LvXIHy0jMtQGNWlQTDzGx0QFfnn1znMu18mh7T7F6a9EeHdl1gREHPs-SkwDXM-2ii9LXi8nhQ9fprXJaaqQR-_X12j1_TYxlcs45c/s200-rw/Al_14-3_semana+14.2_0015.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisU9Qjjki1yXQzxQdikiybfU3N457dJe-NDC_rza7LDtWcrtnH_ojGfUe2BFc2bEwVCKb-t0VM6_pn4oANlZquzHjWc4U9Y4F8wYWGqeQjaiqVPK8CpS6S-1aDs3ZwGejYZuavegCy9vQ/s200-rw/Al_14-3_semana+14.2_0016.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_PGbx0S2cGwdGNXyBIf0IWKAYZrX9ZqrsNApynfW7Mm3mUrj-qEFWPOnacKFAmg7hsueL4Z238KOWTWq2QBSKYh1JCd36_VozG17qDhdUAKuGVNI3pT0jyuaXvttEtp4iL3oCO-PaTW0/s200-rw/Al_14-3_semana+14.2_0017.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhQVVv9FUNscgadp_sZD25ZlDrUfXsagerR_8NKLJ5xtGhanIm8JzG78a9AQgOqNxPWUGbtpvpmjA00nIN3_8mXxJlQpFFIHoB-b-jfXbv9xHqLKnmNTim1aF8lxIuzUlq_L3PLlU4hno/s200-rw/Al_14-3_semana+14.2_0018.jpg)
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