Un proyecto de sistemas tiene una serie de etapas que la mayoría de las metodologías de sistemas contemplan en sus procesos. Esta serie de etapas se conoce como:
¿Qué es el Ciclo de Vida de Desarrollo de Sistemas?
Se consideran las reglas del negocio, las restricciones o condiciones que son relevantes a cada requerimiento y las decisiones a tomar para cada una de estas condiciones.
¿Qué es analizar el sistema?
Siglas en inglés del Ciclo de Vida de Desarrollo de Sistemas
¿Qué es SDLC?
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
¿Qué es un diagrama de flujo?
Nombre completo de tu maestra de Sistemas de Información para la competitividad
Menciona las dos primeras etapas del Ciclo de Vida de Desarrollo de Sistemas.
¿Qué son: definición de alcance y definición de requerimientos?
Es una representación gráfica que propone una visión de cómo serán creadas las pantallas de un sistema.
¿Qué es un prototipo?
Es la medida en que el sistema cumple con los requisitos para los cuales fue concebido y estos requisitos constituyen las necesidades y expectativas de diferentes grupos de usuarios.
¿Qué es calidad?
El resultado de la etapa de diseño es la solución computarizada completa y detallada, se le conoce como:
¿Qué es diseño físico?
Visión de la Universidad Tecmilenio
¿Qué es: "Formamos personas con propósito de vida y las competencias para alcanzarlo"?
Es una de las características que según Whitten (2009), un buen requerimiento debe de poseer:
Realizable con los recursos al alcance.
¿Qué es factible?
Efectúa una recapitulación sobre las piezas que ya tienes estudiadas de lo que será tu sistema de información:
Los problemas que quieres resolver están identificados (en la etapa de definición de alcance).
Las tareas que el sistema debe de cumplir han sido desglosadas (en la etapa de definición de requerimientos)
Has identificado entradas, procesos, salidas y restricciones de cada tarea (en la etapa de análisis de sistemas).
¿Qué es diseño de sistemas?
Se trabaja para especificar de manera general lo que se espera que cumpla el sistema. A partir de aquí, se comienza a desglosar este alcance para encontrar subtareas que se convertirán en requisitos que el sistema deberá cumplir.
¿Qué es definición de alcance?
De acuerdo a Kerzner (2013), este proceso debe considerar la predicción de todas las posibles salidas del proceso y varias alternativas que presenten la solución para cada requerimiento que posteriormente serán evaluadas para elegir la mejor alternativa.
¿Qué es análisis de los requerimientos?
Nombre de la directora de preparatoria Universidad Tecmilenio campus las Torres
¿Qué es Ivette Cadena?
Es una de las etapas de mayor importancia para el desarrollo de un sistema. Se estima que el 80% de los proyectos de sistemas invierten tiempo en corregir fallas debido a una inadecuada administración de los requerimientos
¿Qué es definición de requerimientos?
Es una de las características a considerar en el diseño de un sistema.
El diseño debe estar dividido de manera lógica en subelementos
¿Qué es modularidad?
Es una de las características que según Whitten (2009), un buen requerimiento debe de poseer:
Se identifica el requerimiento y a qué funcionalidad o componente del sistema permanecerá
¿Qué es rastreable?
En esta etapa es donde se construyen los flujos de proceso, de datos, de sistema, los modelos y casos de uso y todas aquellas herramientas que describan interacciones entre los procesos para cubrir los requerimientos.
¿Qué es análisis?
Expresamos libremente nuestras ideas y denunciamos las conductas no éticas.
Somos congruentes y nos conducimos con la verdad. ¿A qué valor institucional pertenece?
¿Qué es integridad?
Propiedades del sistema (eficiencia, flexibilidad, desempeño)
Proceso de autenticación al sistema.Almacenamiento y crecimiento de datos.Programación de respaldos de sistema y datos.Conectividad remota al sistema.Tipos de usuarios del sistema.Materiales de entrenamiento y capacitación.Permitir 1000 conexiones simultáneas al sistema.Interfaz gráfica amigable a los usuarios. Son ejemplos de:
¿Qué son los requerimientos no funcionales?
Es una de las características y lineamientos al momento de participar en el diseño de un sistema:
Debe estar basado en modelos, patrones o metodologías reconocibles
¿Qué es estructura?
Lo que debe hacer el sistema:
Procesar la nómina cada quince días.Permitir altas de empleados en el sistema.Permitir bajas de empleados en el sistema.Automatización de generación de contrato.Calculo automático de impuestos.Generación de facturas automático.Actualización de asientos contables.Reportes de altas semestrales. Son ejemplos de
¿Qué son los requerimientos funcionales?
Es una de las características a considerar en el diseño de un sistema.
Debe incluir representaciones de datos, arquitectura e interfaces.
¿Qué es contenido?
Cuidamos y respetamos la integridad y la dignidad de las personas, y somos solidarios.
Participamos para resolver las necesidades del país y de las comunidades más desprotegidas.
¿A qué valor institucional pertenece?
¿Qué es sentido humano?