miércoles, 8 de junio de 2016

Informatica

INFORMATICA

Definicion: Es una ciencia que estudia metodos, tecnicas, procesos, con el fin de almacenar, procesar y transmitir informacion y datos de forma digital. La informatica ha avanzado a partir del siglo XX, con la aparicon de las tecnoligias como el internet, y el telefono movil. 

 Resultado de imagen para informatica

Informatica (Software)

SOFTWARE

Definicion: Se conpce como software al equipo logico de un sistema operativo, que comprende el conjunto de los conponentes logicos  necesarios que hacen posible la realizacion de tareas especificas, en contraposicion a los componentes fisicos que son llamados hardware.

 CLASIFICACION

.Sistema operativo: Es un programa o conjunto de programas de un sistema informatico que gestiona los recursos de hardware y provee servicios a los programas de aplicacion de software, ejecutandose en modo privilegiado respecto a los restantes.
  Resultado de imagen para sistema operativo
.Programa de aplicacion: Un programa de aplicación es un tipo de software diseñado para facilitar la concreción de un cierto trabajo realizado por el usuario. 
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

.Lenguajes de programacion: Es un lenguaje formal diseñado para realizar procesos que pueden ser llevados a cabo por maquinas como las computadoras

Resultado de imagen para lenguajes de programacion

miércoles, 1 de junio de 2016

Infromatica (Hardware).



 .Hardware: Se refiere a la parte fisica de un sistema informatico sus componentes (elctricos, electronicos, electromecanicos, mecanicos.) son cables, gabinetes o cajas perifericos de todo tipo y cualquier otro elemento fisico involucrado; contrariamente, el soporte logico es intangible y es llamado software. 
 Resultado de imagen para hardware

.Clasificacion:

  .CPU: (Unidad Central de Procesamiento) Conocida por sus siglas en ingles CPU( Central Procesing Unit), es el hardware dentro de una computadora u otra tipo de dispositivos programables, que interpretan instrucciones de un programa informatico mediante la realizacion de las operaciones basicas aritmetricas, logicas y entrada/salida del sistema.

 Resultado de imagen para cpu
 .Memoria: En informatica, la memoria es el dipositivo que retiene, memoriza o retiene datos informaticos durante algun intervalo de tiempo.
 Resultado de imagen para memoria informatica

  .Dispositivos Perifericos: En informatica, periferico es la dominacion gerargica para designar al aparato o dispositivo auxiliar e independiente conectado a la unidad central de procesamiento (CPU) de la computadora.

Resultado de imagen para dispositivos perifericos