Función de densidad o función de probabilidad

Recordamos conceptos del tema anterior:[br][list][*][b]Variable aleatoria ,[/b] función que asocia a cada elemento del espacio muestral un número real[/*][*][b]Variable aleatoria discreta;[/b] si toma un número finito de valores, en general números enteros[/*][*][b]Variable aleatoria continua[/b]; si toma infinitos números reales de un intervalo.[/*][/list]
Pregunta 1.-
Selecciona cuáles de estas variables aleatorias son variables de probabilidad continua:
[br]En el caso de las V.A discretas definíamos la función de probabilidad asociando a cada posible resultado de la variable su probabilidad, tablas de probabilidad , y a partir de las tablas obteníamos la [math]\mu[/math] y la [math]\sigma[/math].[br][br]En el caso de las V.A continuas, la probabilidad de que tome un determinado valor en concreto es 0 (tenemos infinitos valores) . Calcularemos entonces en este tipo de distribuciones, la probabilidad de que la V.A sea mayor o menor que un número, o este comprendida en un intervalo. [br]Para ellos, modelizando distribuciones estadísticas, llegamos a definir una curva llamada [b]función de densidad[/b] o [b]función de probabilidad.[br][/b]Esta función de densidad, tiene dos propiedades importantes:[br][list=1][*][math]f\left(x\right)\ge0[/math][br][/*][*] El área encerrada bajo la curva [math]f\left(x\right)[/math] es la unidad.[/*][/list]Entonces para calcular la probabilidad de que la variable aleatoria esté entre dos valores, calcularemos el área encerrada debajo de la curva.
El símbolo [math]\int[/math] es la integral de la función que no veremos hasta 2º de bachillerato.[br]En este curso , nos centraremos dentro de las distribuciones de variable continua en la [b]DISTRIBUCIÓN DE PROBABILIDAD NORMAL[/b]. Para el calculo de las probabilidades de esta [u]nosotros no haremos integrales[/u], ya las han hecho por nosotros, utilizaremos la [b]TABLA DE PROBABILIDAD DE LA NORMAL[/b] que recoge todos estos cálculos.
Pregunta 2.-
¿Calcularemos integrales en este curso?

Función de densidad de la distribución normal

1.- Introducción
Os adjunto este vídeo de [i][b]Píldoras matemáticas[/b][/i] que introduce la distribución normal, como se modeliza a partir de distribuciones estadísticas. También los conceptos [math]\mu[/math] media y [math]\sigma[/math] desviación típica.[br][br]Después tenéis que contestar a las preguntas que aparecen a continuación.
¿Qué es la distribución normal?
Pregunta 1.-
El valor central de la distribución es:
Pregunta 2.-
¿Por qué se llama distribución normal?
2.- Función de densidad de la distribución normal
Os adjunto otro vídeo, donde se presenta [b] la expresión analítica de la función de densidad de la distribución normal[/b] . En el vídeo hablan de integrales, no os agobiéis porque no vamos a calcularlas.[br][br] Si es muy interesante que entendáis que área tenemos que calcular cuando nos pregunte que probabilidad hay de que...[br][br]Después tendréis que contestar a 3 preguntas[br]
Función de densidad de la Distribución normal
Pregunta 1.-
¿Qué matemático encontró la expresión de la función de densidad asociada a distribuciones normales?
Pregunta 2.-
¿Qué otro nombre recibe la[b] curva normal[/b] ( continua, simétrica, máximo coincidente con la media y encierra un área igual a 1)?
Pregunta 3.-
Estando la siguiente distribución Normal referida a las alturas de una determinada población,[br][img]data:image/png;base64,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[/img][br][br]La zona sombreada representa:
[size=150][b]ESTOS CONTENIDOS LOS ENCONTRARÁS EN LAS PÁG 262 Y 263 DE NUESTRO LIBRO[/b][/size]

Aproximación de la binomial a la Normal

En las variables aleatorias que siguen una distribución binomial B([i]n,p[/i]) (siendo [i]n[/i] número de veces que se repite el experimento y [i]p[/i] la probabilidad de éxito), cuando aumenta mucho el valor de n, la distribución de probabilidad se asemeja cada vez más a la curva normal.[br][br]Consideramos B([i]n,p[/i]) ---> N([math]\mu[/math],[math]\sigma[/math]) donde [math]\mu=n·p[/math] y [math]\sigma=\sqrt{n·p·q}[/math][br][br][img]data:image/png;base64,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[/img][br][br]Lo explican con detalle en el siguiente vídeo:[br][br]
Aproximación de la binomial a la normal
Regla práctica para calcular probabilidades mediante el paso de una binomial a una normal.
En el caso de la variable discreta tiene sentido preguntar la probabilidad de que esta tome un valor determinado, pero en el caso de la continua esta pregunta sólo tiene una respuesta: [b]cero[br][br][/b]Para subsanar esta dificultad:[br][list][*]Al calcular P(X<r) deberá calcularse P(X<r-0,5)[/*][*]Al calcular P(X[math]\le[/math]r) deberá calcularse P(X<r+0,5)[/*][*]Al calcular la P(X=r) deberá calcularse P( r-0,5<X<r+0,5)[/*][/list][br]Podéis ver esto con detalle en el siguiente vídeo[br]
Corrección de continuidad
Puedes hacer comprobaciones en el siguiente Applet de GeoGebra
Pregunta 1.-
Sea X una V.A con distribución B(100; 0,1). Calcular aproximando a la normal:[br][br]a) P(X<2) [br]b) P(X[math]\le[/math]2)[br]c) P(X=10)[br]d) P(5<X[math]\le[/math]15)
Pregunta 2.-
Sea X una B(50;0,9). Calcula [br]a) P(X>45)[br]b)P(X[math]\le[/math]30)
[size=150][b]ESTOS CONTENIDOS CORRESPONDEN A LAS PÁGINAS 268 Y 269 DEL LIBRO[/b][/size]

Ejercicios del libro de Texto

EJERCICIOS RESUELTOS
Revisa los ejercicios resueltos 2,3 y 4 de las páginas 272 y 273
EJERCICIOS PARA PRACTICAR
Pág. 275 6,7,8 13 y 14 15,16 y 17[br][br]Pág 276 18, 19, 22, 23, [b]25, 26[/b], 32,34 y 35

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