El polímetro es un instrumento que permite verificar el perfecto funcionamiento de un circuito elèctrico. Mide tensiones alternas y continuas, corrientes, resistencias, etc.
jueves, 16 de enero de 2020
Aplicacó de la llei d'Ohm
La llei d'Ohm indica la relació entre la intensitat del corrent, el voltatge i la resistència en un circuit elèctric.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiiCbcx27RuvnMH7UdZVCgSHALf1OeAGJVIv7SEmcSp27kIhAQ_n5BGwWjQhdB9IXM7nmQ-TCoIRCr2GZBXSkl1rSTOKAr3_N3TfKavzNr10DhqbPSD63x4uiwmDVxrArNxRurPJdDvtA/s1600/Captura.PNG)
El polímetro es un instrumento que permite verificar el perfecto funcionamiento de un circuito elèctrico. Mide tensiones alternas y continuas, corrientes, resistencias, etc.
![Resultado de imagen de polimetro](data:image/jpeg;base64,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)
El polímetro es un instrumento que permite verificar el perfecto funcionamiento de un circuito elèctrico. Mide tensiones alternas y continuas, corrientes, resistencias, etc.
Suscribirse a:
Enviar comentarios (Atom)
La World Wide Web:navegadors
¿Qué es un navegador web? La World Wide Web (www) és un sistemade distribució d'informació format per milers de milions de pàgines web.U...
-
1. Es la parte lógica de un sistema informático, conformado por los programas, datos, información. 2. Procesador de textos que forma parte ...
-
Que es? El CMD (Símbol del Sistema) és una cosa tan incrustat en el sistema operatiu Windows, que es troba gairebé ocult en Windows 10. Aix...
No hay comentarios:
Publicar un comentario