(02) Raices de Ecuaciones Metodos Cerrados

(02) Raices de Ecuaciones Metodos Cerrados - Races de...

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Raíces de Ecuaciones Introducción Métodos Cerrados Ing. Armandina J. Leal Flores
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¿Raíz de una Ecuación? ¡ Una raíz es el valor en el que la ecuación se hace cero . ¡ Ejemplo : Calcular las raíces de la siguiente ecuación empleando la fórmula general. f 2 ( x ) = x 2 + 4 x + 3 a = 1, b = 4, c = 3 raíz 1 = b + b 2 4 ac 2 a = 4 + 4 2 4(1)(3) 2(1) = 1 raíz 2 = b b 2 4 ac 2 a = 4 4 2 4(1)(3) 2(1) = 3 0 3 ) 3 ( 4 ) 3 ( ) 3 ( 0 3 ) 1 ( 4 ) 1 ( ) 1 ( : 2 2 = + + = = + + = f f ón Comprobaci
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Tipos de ecuaciones n n n x a x a x a a x f + + + + = ... ) ( 2 2 1 0 f 2 ( x ) = x 2 + 4 x + 3 1 ) 1 cos( ) ( ) ( 2 + + + = x x sen x f
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Métodos Numéricos ¡ Determinan raíces reales de ecuaciones algebraicas y trascendentales ¡ Encuentran el valor de una raíz basados en el conocimiento de su posición aproximada. ¡ Raíces reales y complejas de polinomios. ¡ Determinan todas las raíces. ¡ Solo se emplean en polinomios.
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Métodos Numéricos Métodos Cerrados •Gráficos •Bisección Métodos Abiertos •Newton Raphson •Secante Raíces de Polinomios •Fórmula General •División Sintética
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  • Fall '16
  • asdada
  • Valor, Once, Número, Análisis numérico, Metodos Cerrados

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