Transistor NPN, 3A, TO-220FP, TO-220F, 80V - 2SB1565
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)
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)
| Cantidad | sin IVA | IVA incl. |
|---|---|---|
| 1 - 4 | 0.93€ | 1.13€ |
| 5 - 9 | 0.89€ | 1.08€ |
| 10 - 24 | 0.84€ | 1.02€ |
| 25 - 49 | 0.79€ | 0.96€ |
| 50 - 99 | 0.71€ | 0.86€ |
| 100 - 102 | 0.70€ | 0.85€ |
| Cantidad | U.P | |
|---|---|---|
| 1 - 4 | 0.93€ | 1.13€ |
| 5 - 9 | 0.89€ | 1.08€ |
| 10 - 24 | 0.84€ | 1.02€ |
| 25 - 49 | 0.79€ | 0.96€ |
| 50 - 99 | 0.71€ | 0.86€ |
| 100 - 102 | 0.70€ | 0.85€ |
¡Entrega en 2-3 días, con seguimiento postal!
Transistor NPN, 3A, TO-220FP, TO-220F, 80V - 2SB1565. Transistor NPN, 3A, TO-220FP, TO-220F, 80V. Corriente del colector: 3A. Vivienda: TO-220FP. Vivienda (según ficha técnica): TO-220F. Tensión colector/emisor Vceo: 80V. Cantidad por caja: 1. Material semiconductor: silicio. FT: 15 MHz. Función: NF-L. Pd (disipación de potencia, máx.): 25W. Montaje/instalación: Montaje mediante orificio pasante en PCB. Tipo de transistor: PNP. Spec info: transistor complementario (par) 2SD2394. Cantidad en stock actualizada el 20/04/2025, 15:25.
Información y ayuda técnica.
Pago y entrega
¡Entrega en 2-3 días, con seguimiento postal!
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