Circuito
2 participantes
Página 1 de 1
Circuito
quando o circuito visto na figura está aberto, o voltímetro V indica 2 volts. Fechada a chave Ch, a leitura do amperímetro A é 0,1 ampere. Calcule, em ohms, a resistência interna da bateria, admitindo que os instrumentos sejam ideais.
![Circuito P4y+VZ5P8HxhG4IsGxv2sAAAAASUVORK5CYII=](data:image/png;base64,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)
resp: 2 ohms
resp: 2 ohms
Kowalski- Estrela Dourada
- Mensagens : 2053
Data de inscrição : 20/10/2013
Idade : 25
Localização : Rio de Janeiro - RJ
Re: Circuito
Com a chave aberta, encontra-se a fem (E) da bateria: 2 V.
Com a chave fechada, circula uma corrente de 0,1 A.
Usando a Lei de Ohm: U=R*i, U=18*(0,1)=1,8 V (ddp).
Equação do Gerador:
U=E-r*i => 1,8=2-r*(0,1)
Com a chave fechada, circula uma corrente de 0,1 A.
Usando a Lei de Ohm: U=R*i, U=18*(0,1)=1,8 V (ddp).
Equação do Gerador:
U=E-r*i => 1,8=2-r*(0,1)
r=2 ohms
Carl Sagan- Matador
- Mensagens : 232
Data de inscrição : 04/04/2014
Idade : 27
Localização : São Paulo
Re: Circuito
valeu!
Kowalski- Estrela Dourada
- Mensagens : 2053
Data de inscrição : 20/10/2013
Idade : 25
Localização : Rio de Janeiro - RJ
Página 1 de 1
Permissões neste sub-fórum
Não podes responder a tópicos
|
|