Transistor MOSFET SI9926BDY
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)
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)
| Qnéuantità | Iva esclusa | IVA incl. |
|---|---|---|
| 1 - 4 | 1.18€ | 1.44€ |
| 5 - 9 | 1.12€ | 1.37€ |
| 10 - 24 | 1.09€ | 1.33€ |
| 25 - 49 | 1.07€ | 1.31€ |
| 50 - 66 | 1.04€ | 1.27€ |
| Qnéuantità | U.P | |
|---|---|---|
| 1 - 4 | 1.18€ | 1.44€ |
| 5 - 9 | 1.12€ | 1.37€ |
| 10 - 24 | 1.09€ | 1.33€ |
| 25 - 49 | 1.07€ | 1.31€ |
| 50 - 66 | 1.04€ | 1.27€ |
Consegna in 2-3 giorni, con tracciabilità postale!
Transistor MOSFET SI9926BDY. Transistor MOSFET. Quantità per scatola: 2. Numero di terminali: 8:1. Assemblaggio/installazione: componente a montaggio superficiale (SMD). Tecnologia: (G-S) MOSFET. Alloggiamento: SO. Custodia (secondo scheda tecnica): SO-8. Prodotto originale del produttore Vishay. Quantità in stock aggiornata il 01/08/2025, 10:25.
Prodotti equivalenti :
Informazioni e aiuto tecnico
Pagamento e consegna
Consegna in 2-3 giorni, con tracciabilità postale!
Tutti i diritti riservati, RPtronics, 2024.