Produkter
Desktop-mjukvara
Skapa översikt
Programvara för Gantt-diagram
Användningar
Tankekartor för utbildning
Mind map för företag
Mindskartor för personlig utveckling
Fördelar med Mind Mapping
Resurser
Funktioner
Utbildning
Personligt & Arbete
Desktop
Video Tutorials
Watch tips and tricks about using Mindomo.
Help Center
Detailed help guide on configuring and using Mindomo.
Artiklar
Top 29 Mind Map Examples
Gantt Chart Software
Concept Map Template
Free mind map software
What is a concept map?
Gantt Chart Maker
Mind Map App
Concept Map Maker
Mind map template
Prissättning
Logga in
Registrera
Produkter
Desktop-mjukvara
Skapa översikt
Programvara för Gantt-diagram
Användningar
Tankekartor för utbildning
Mind map för företag
Mindskartor för personlig utveckling
Fördelar med Mind Mapping
Resurser
Blogg
Video Tutorials
Help Center
Vad är tankekartor?
Skapa en tankekarta online
Koncept Map Maker
Artiklar
Top 29 Mind Map Examples
Gantt Chart Software
Concept Map Template
Free mind map software
What is a concept map?
Gantt Chart Maker
Mind Map App
Concept Map Maker
Mind map template
Funktioner
Utbildning
Personligt & Arbete
Desktop
Prissättning
Registrera
Logga in
Kategorier:
Alla
av
ronny choez
för 6 årar sedan
889
VENTAJAS Y DESVENTAJAS DE UNA BD
Att använda en databas innebär flera fördelar och nackdelar. På den positiva sidan erbjuder databaser ökad säkerhet för information, vilket minskar risken för dataläckor och obehörig åtkomst.
Öppna
VENTAJAS Y DESVENTAJAS DE UNA BD
desventajas
Ausencia de estándares reales
Subtema
Implantación larga y difícil
Requiere personal cualificado
Instalación costosa
ventajas
Menor espacio de almacenamiento.
Acceso a los datos más eficiente.
Datos más documentados
Mayor seguridad en los datos.
Integridad de los datos
Menor redundancia
data:image/jpeg;base64,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
Independencia de los datos y los programas y procesos.