Download - Integrales impropias plan 1 y 2010
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CALCULO EN VARIAS VARIABLES
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CASOS1 . Si Ex1+Ex2>100 entoncesNF=Ex1*0.3 +
Ex2*0,35+Quices*0,15+Tareas*0,05 + Exposic*0,1+ act*0,05
2. Si Ex1+Ex2<100 entonces NF=[(Ex1+Ex2)/2]*0,85+[(Q+T+E+Ac)/4]*0,15
Además caen en el caso 2.- todos aquellos que fallen un requisito siguiente:
• Asistencia menor del 80%• Entrega de tareas A TIEMPO menor del 80%• Rinde menos del 80% de los quices• Mal comportamiento en clases(chateo,conversa)
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Para deberes y talleres debe tener una carpeta con hojas de papel ministro para trabajar ordenado y archivar desde clases lo que no se alcance a hacer se completa fuera de clases
Aquel que NO tiene carpeta al día, ordenada “al extremo”, no tiene puntaje por deberes. “Para aprender a ser jefe debe ser buen soldado”
Todo gerente debe tener un pasado de orden……
Plazo deberes 1 semana … después de esa semana se descuentan 10 ptos. por día
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INTEGRALES IMPROPIAS
Las denominadas integrales impropias son una clase especial de integrales definidas en las que el intervalo de integración o la función en el integrando o ambos presentan ciertas particularidades.
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DEFINICIÓN 1
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DEFINICIÓN 2
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POR LO TANTO
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LUEGO
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TALLER 1: RESOLVER
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DEBER 1
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FUNCIONES DE DENSIDAD DE PROBABILIDAD
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FUNCIONES DE DENSIDAD EXPONENCIAL
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DEMOSTRACION
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TEOREMA
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FUNCIÓN DE DENSIDAD UNIFORME
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FUNCIÓN DE DENSIDAD UNIFORME
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Cierto semáforo permanece en rojo durante 40 segundos cada vez. Usted llega ( al azar) al semáforo y lo encuentra en rojo. Aplique la función de densidad uniforme apropiada para hallar la probabilidad de que tenga que esperar al menos 15 segundos para que el semáforo cambie a verde.
FUNCIÓN DE DENSIDAD UNIFORME
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VALOR ESPERADO(media) Y VARIANZA
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EJERCITACION
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DEBER 2
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