Transistor MOSFET AP4511GM
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)
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)
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)
| Quantidade | sem IVA | IVA incl. |
|---|---|---|
| 1 - 4 | 2.12€ | 2.61€ |
| 5 - 9 | 2.01€ | 2.47€ |
| 10 - 24 | 1.91€ | 2.35€ |
| 25 - 33 | 1.80€ | 2.21€ |
| Quantidade | U.P | |
|---|---|---|
| 1 - 4 | 2.12€ | 2.61€ |
| 5 - 9 | 2.01€ | 2.47€ |
| 10 - 24 | 1.91€ | 2.35€ |
| 25 - 33 | 1.80€ | 2.21€ |
Entrega em 2 a 3 dias, com rastreamento postal!
Transistor MOSFET AP4511GM. Transistor MOSFET. Tipo de canal: N-P. Função: par de transistores MOSFET complementares de canal N e canal P. Número de terminais: 8:1. Pd (dissipação de energia, máx.): 2W. RoHS: sim. Montagem/instalação: componente montado em superfície (SMD) . Carcaça: SO. Habitação (conforme ficha técnica): SO-8. Quantidade por caixa: 2. Spec info: 0.025 Ohms & 0.040 Ohms. Quantidade em estoque atualizada em 19/04/2025, 20:25.
Informações e ajuda técnica
Pagamento e entrega
Entrega em 2 a 3 dias, com rastreamento postal!
Todos os direitos reservados, RPtronics, 2024.