Transistor NPN, 8A, 825V - BU2708AF
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)
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)
| Cantidad | sin IVA | IVA incl. |
|---|---|---|
| 1 - 4 | 2.10€ | 2.54€ |
| 5 - 9 | 2.00€ | 2.42€ |
| 10 - 24 | 1.89€ | 2.29€ |
| 25 - 49 | 1.79€ | 2.17€ |
| 50 - 99 | 1.75€ | 2.12€ |
| 100 - 196 | 1.70€ | 2.06€ |
| Cantidad | U.P | |
|---|---|---|
| 1 - 4 | 2.10€ | 2.54€ |
| 5 - 9 | 2.00€ | 2.42€ |
| 10 - 24 | 1.89€ | 2.29€ |
| 25 - 49 | 1.79€ | 2.17€ |
| 50 - 99 | 1.75€ | 2.12€ |
| 100 - 196 | 1.70€ | 2.06€ |
¡Entrega en 2-3 días, con seguimiento postal!
Transistor NPN, 8A, 825V - BU2708AF. Transistor NPN, 8A, 825V. Corriente del colector: 8A. Tensión colector/emisor Vceo: 825V. Material semiconductor: silicio. Función: TV-HA. Pd (disipación de potencia, máx.): 45W. Tipo de transistor: NPN. Vcbo: 1700V. Cantidad por caja: 1. Spec info: Ts 4.8us, Tf 0.4us. Cantidad en stock actualizada el 22/04/2025, 16:25.
Información y ayuda técnica.
Pago y entrega
¡Entrega en 2-3 días, con seguimiento postal!
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