Fuente de poder
"La fuente de poder es un componente de la computadora que se encarga de transformar una corriente eléctrica en una corriente eléctrica continua transmitiendo la corriente eléctrica imprescindible y necesaria en los ordenadores para un buen funcionamiento y la protección de estos"
significados.com
La fuente de poder es indispensable para la computadora porque es la encargada de alimentar a todos los componentes generalmente se mide conforme a la capacidad y La potencia de los componentes de una computadora para tener un buen funcionamiento en una computadora de gama media se recomienda una fuente de poder de 650 watts estás pueden variar el precio va desde $1000 en aumento dependiendo de la cantidad de watts
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)
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)
significados.com
La fuente de poder es indispensable para la computadora porque es la encargada de alimentar a todos los componentes generalmente se mide conforme a la capacidad y La potencia de los componentes de una computadora para tener un buen funcionamiento en una computadora de gama media se recomienda una fuente de poder de 650 watts estás pueden variar el precio va desde $1000 en aumento dependiendo de la cantidad de watts
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