miércoles, 3 de diciembre de 2014

Como colocar una memoria RAM



El objetivo de esta actividad es ampliar la memoria a  2GB para que nuestro sistema actue con más velocidad.

Los pasos a seguir son lo siguientes:

1- Lo más importante cuando se trabaja con las partes de la caja se debe desconectar el ordenador de la corriente para evitar electrocutarnos.

2- Se le quita a la caja la tapa y lo que debemos hacer es trabajar cómodos.

3- Quando hayamos localizado el zócalo donde se situa la memoria introducimos nuestra nueva memoria que queremos colocar. Si la memoria ya situada está en el zócalo de color amarillo nuestra memoria nueva debe ir en el mismo color para que vaya mas rápido.
Se coloca bajando las palanacas de el zócalo se pone la memoria bien ajustada y se vuelve a subir las palancas para que queden bien firmes.

4- También se puede limpiar con un spray de aire comprimido para quitar el polvo,suciedad...

data:image/jpeg;base64,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
 5- El último paso es colocar otra vez la tapa de la caja y enchufar el cable de corriente al ordenador y conprobar si el trabajo se a realizado con perfección
El modelo de esta placa base es ASROCK G41C-GS