Estadística básica (Registro nro. 1242)

000 -Cabecera (24)
Campo de control interno 11125nam a22003014a 4500
001 - Número de control
Campo de control BMG
005 - Fecha y hora de la
Campo de control 20230511201241.0
007 - Tipo material - Descripcion fisica - info general
Tipo material ta
008 - Códigos de longitud fija (40p)
Campo de control de longitud fija t pe gr 00| 0 spa d
020 ## - INTERNATIONAL STANDARD BOOK NUMBER
ISBN 978-1-337-78218-0
040 ## - Origen de la Catalogacion
Origen de la Catalogacion BMG
041 ## - Código de idioma (R)
Código de lengua del texto/banda sonora o título independiente (R) spa
082 ## - Número de la Clasificación
Número de la Clasificación 310
Codigo Cutter BraE
100 ## - Autor Personal
Autor Personal Brase, Charles; Brase, Corrine
Término indicativo de función (R) Autor
245 ## - Titulo
Titulo Estadística básica
250 ## - Mencion de edicion
Mencion de edicion 1a edición
Resto de la mencion de edicion MX
260 ## - Editorial
Ciudad Ciudad de México
Nombre de la Editorial CENGAGE Learning
Fecha 2019
300 ## - Descripcion
Páginas 600 páginas
Dimensiones 28 cm.
Otros detalles físicos Contiene: Tablas.
500 ## - Nota General
Nota General Incluye: Ápendice de tablas
505 ## - Nota de contenido formateada
Nota de contenido formateada Contiene: Empecemos; Organización de datos; Promedios y variación; Correlación y regresión; Teoría elemental de probalidad; Distribución de probalidad binomial y temas relacionados; Curvas normales y distribución muestral; Esimación; Pruebas de hipótesis; Inferencias sobre diferencias; Temas adicionales usando inferencia.
650 ## - Temas - Descriptores
Temas - Descriptores Estadística
9 (RLIN) 1042
650 ## - Temas - Descriptores
Temas - Descriptores Probabiblidad
9 (RLIN) 3522
653 ## - Palabras Claves
Palabras Claves Estadística
700 ## - Autor Personal
Autor Personal Brase, Charles
9 (RLIN) 3523
700 ## - Autor Personal
Autor Personal Brase, Corrine
9 (RLIN) 3524
856 ## - URL - Ubicacion
URI/URL <a href="data:image/jpeg;base64,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">data:image/jpeg;base64,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</a>
942 ## - Datos personalizados Koha
Tipo de Documento Libros
Fecha procesamiento 2022-11-09
Existencias
Fuente de Clasificacion Deterioro (estado) Colección Ubicacion permanente Ubicacion actual Fecha de Ingreso a la Biblioteca Origen de adquisicion Numero inventario Prestamos Codigo Código de barras Ultima fecha de verificacion Ultima fecha de prestamo Número de copia Tipo de Item Precio dolares
    Tecnología en Contabilidad Biblioteca Argos La Aurora Biblioteca Argos La Aurora 11/09/2022 Compra A-000429 4 519.86 BraE A-000429 04/11/2024 04/11/2024 Ej. 1 Libros 80,80
    Tecnología en Contabilidad Biblioteca Argos Las Aguas Biblioteca Argos Las Aguas 11/09/2022 Compra 54 6 519.86 BraE 54 02/14/2023 02/14/2023 Ej. 1 Libros 80,80
    Tecnología en Contabilidad Biblioteca Argos Sur Biblioteca Argos Sur 11/11/2022 Compra S-000426 7 310 BraE S-000426 09/06/2023 09/06/2023 Ej. 1 Libros 80.80