Transistor MOSFET AP9930GM
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)
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)
| Quantidade | sem IVA | IVA incl. |
|---|---|---|
| 1 - 4 | 2.17€ | 2.67€ |
| 5 - 9 | 2.07€ | 2.55€ |
| 10 - 24 | 2.00€ | 2.46€ |
| 25 - 49 | 1.96€ | 2.41€ |
| 50 - 99 | 1.91€ | 2.35€ |
| 100 - 174 | 1.85€ | 2.28€ |
| Quantidade | U.P | |
|---|---|---|
| 1 - 4 | 2.17€ | 2.67€ |
| 5 - 9 | 2.07€ | 2.55€ |
| 10 - 24 | 2.00€ | 2.46€ |
| 25 - 49 | 1.96€ | 2.41€ |
| 50 - 99 | 1.91€ | 2.35€ |
| 100 - 174 | 1.85€ | 2.28€ |
Entrega em 2 a 3 dias, com rastreamento postal!
Transistor MOSFET AP9930GM. Transistor MOSFET. Tipo de canal: N-P. Quantidade por caixa: 4. Função: 2N-ch and 2P-ch POWER MOSFET. Número de terminais: 8:1. RoHS: sim. Spec info: Rds-on 0.033 Ohms / 0.055 Ohms. Montagem/instalação: componente montado em superfície (SMD) . Carcaça: SO. Habitação (conforme ficha técnica): SO-8. Temperatura operacional: -55...+150°C. Produto original do fabricante Advanced Power. Quantidade em estoque atualizada em 08/06/2025, 03:25.
Informações e ajuda técnica
Pagamento e entrega
Entrega em 2 a 3 dias, com rastreamento postal!
Todos os direitos reservados, RPtronics, 2024.