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020 _a978-607-526-936-8
040 _aBMG
041 _aspa
043 _cMX
082 _a658.15
_bBriF
100 _aBrigham, Eugene.
_eAutor
245 _aFundamentos de administración financiera.
250 _a15a edición
260 _aCiudad de México
_bCENGAGE Learning
_c2020
300 _a761 páginas
_c28 cm.
_bContiene: Tablas.
500 _aIncluye: Ápendice e Índice Analítico
505 _aContiene: Introducción a la administración financiera; Conceptos fundamentales de administración financiera; Activos financieros; Inversión en activos a largo plazo: presupuestación de capital; Estructura de capital y política de dividendos; Administración del capital de trabajo y pronósticos financieros; Temas especiales de administración financiera.
650 _aAdministración financiera
_91493
650 _aInversión
_92513
653 _aAdministración
700 _aBrigham, Eugene
_93519
700 _aHouston, Joel
_93520
856 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_e2022-11-09
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