Fundamentos De Matematicas Espol PDF [NEW]
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3.12.2 Operaciones con funcionespolinomiales.....................Funcinracional............................................................DivisinSinttica..........................................................Teoremadelresiduo......................................................Teoremadelfactor........................................................Formaanidada de una funcin polinomial.......................
6.5APLICACIONES.....................................................................Funcioneshiperblicas........................................................Funcionespolinomiales.......................................................Teoremafundamental del lgebra........................................Otrasaplicaciones..............................................................
Lgica y Conjuntos: Con el uso de la Lgica Matemtica comolenguaje, se establecen criterios de verdad, se emplean mtodos deanlisis y razonamiento; y, se usan implicaciones y equivalenciaslgicas para conocer cmo se realiza una demostracin. Considerandoque los conjuntos constituyen uno de los conceptos bsicos de lasmatemticas, se puede obtener una descripcin detallada de losfundamentos de la Teora de Conjuntos. Ambos conceptos se enlazan demanera lgica para plantear el tema de funciones sobre conjuntosfinitos, tema de trascendental importancia en el conocimientomatemtico.
Vectores: Se realiza un anlisis vectorial en el plano y en elespacio, con las diferentes operaciones permitidas entre ellos ocon valores escalares. Se introducen los conceptos de combinacinlineal y espacio vectorial, fundamentos de un curso de lgebraLineal, as como la aplicacin geomtrica del producto punto yproducto cruz. 2b1af7f3a8
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