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Claudia Milena Novo Betancourt
PROCEDIM
IENTO DE CONTROL INTERNO PARA EL CICLO DE INVENTARIO
3C Empresa (Edición núm. 28) Vol.5 – Nº 4
Noviembre – febrero ‘17, 32 – 40
Área de Innovación y Desarrollo, S.L.
ISSN: 2254 – 3376
DOI: http://dx.doi.org/10.17993/3cemp.2016.050428.32-40
1. INTRODUCCIÓN
Los problemas que imputan en la actualidad en el mundo de hoy ante la crisis financiera
mundial en el planeta han obligado a los países desarrollados y subdesarrollados a
patrocinar premisas para atenuar alternativas que permitan un desarrollo económico mejor
para las épocas que se avecinan para la humanidad (“Crisis Mundial Capitalista - EcuRed,”
n.d.).
A pesar de las dificultades creadas la revolución aplica la táctica de resistir ante el impacto
negativo sufrido en lo económico y social, y se plantea el reordenamiento del comercio y
exterior y del sector interno, lo que contribuye a la reactivación de la actividad económica,
especialmente la relacionada con el control interno (Martínez, Pichs, James, Hernández P.,
y Cobarrubia G., 2010).
El control interno sobre los inventarios es importante, ya que los inventarios son el aparato
circulatorio de una empresa de comercialización. Las compañías exitosas tienen gran
cuidado de proteger sus inventarios. El control interno es aquel que hace referencia al
conjunto de procedimientos de verificación automática que se producen por la coincidencia
de los datos reportados por diversos departamentos o centros operativos. El control
interno es de importancia para la estructura administrativa contable de una empresa. Esto
asegura que tanto son confiables sus estados contables, frente a los fraudes, eficiencia y
eficacia operativa (Martínez Calderin, n.d.).
En el lineamiento 12 del VI Congreso del Partido Comunista de Cuba, se plantea que “la
elevación de la responsabilidad y facultad de las empresas hace imprescindible fortalecer su
sistema de control interno, para lograr los resultados esperados en cuanto al cumplimiento
de sus planes y metas con eficiencia, orden, disciplina y el acatamiento absoluto de la
legalidad”.
En las empresas, la actividad económica, específicamente la relacionada con control interno
para el ciclo de inventario está integrada por una serie de procesos que ocurren para
complementar todos los objetivos trazados, asociados a ellos existen riesgos inherentes
que tienen que ser identificados minuciosamente y evaluados para lograr el control interno.
(del Toro Ríos, Fonteboa, y Armada, 2005).
Partido Comunista Cuba. Resolución Económica VI Congreso, Lineamientos de la Política
Económica y Social, Cuba 2011. p. 6.