Título : | Estadisticas para la Administración | Tipo de documento: | texto impreso | Autores: | Freund Williams Perles, Autor ; Freund, John E., Autor ; Juan Carlos Vega Fagoaga, Traductor | Editorial: | PEARSON Prentice Hall | Fecha de publicación: | 1990 | Número de páginas: | 742 Páginas; 23 cm | ISBN/ISSN/DL: | 978-0-13-253196-2 | Nota general: | Incluye índice
Traducción de: Elementary business statiscs,the modern approach | Idioma : | Español (spa) | Palabras clave: | Estadísticas modernas ,usos de las computadoras en la estadística comercial ,distribución de frecuencia ,gráficas de rama y hoja . | Clasificación: | 001.42 F889e | Nota de contenido: | Introducción-- resumen de datos,distribuciones de frecuencias-- resumen de datos,descripciones estadísticas-- posibilidades,probabilidades y esperanzas-- algunas reglas de probabilidad-- análisis de decisiones-- distribuciones de probabilidad-- teoremas de bayes y revisión de probabilidades-- distribución normal-- muestro y distribución de muestreo-- toma de decisiones inferencias sobre medidas-- toma de decisiones ,inferencias sobre desviaciones estándar-- análisis de varianzas-- toma de decisiones,pruebas no parametricas-- toma de decisiones ,regresión lineal-- toma de decisiones correlación-- control de calidad-- números índices-- análisis de series de tiempo-- planeación de la investigación comercial | Link: | http://biblio.uls.edu.sv/index.php?lvl=notice_display&id=7170 |
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) 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