Transistor NPN, 10A, 600V - 2SC5387
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)
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)
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| Cantidad | sin IVA | IVA incl. |
|---|---|---|
| 1 - 4 | 2.53€ | 3.06€ |
| 5 - 9 | 2.40€ | 2.90€ |
| 10 - 24 | 2.27€ | 2.75€ |
| 25 - 49 | 2.15€ | 2.60€ |
| 50 - 99 | 2.10€ | 2.54€ |
| 100 - 131 | 2.05€ | 2.48€ |
| Cantidad | U.P | |
|---|---|---|
| 1 - 4 | 2.53€ | 3.06€ |
| 5 - 9 | 2.40€ | 2.90€ |
| 10 - 24 | 2.27€ | 2.75€ |
| 25 - 49 | 2.15€ | 2.60€ |
| 50 - 99 | 2.10€ | 2.54€ |
| 100 - 131 | 2.05€ | 2.48€ |
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Transistor NPN, 10A, 600V - 2SC5387. Transistor NPN, 10A, 600V. Corriente del colector: 10A. Tensión colector/emisor Vceo: 600V. Cantidad por caja: 1. Material semiconductor: silicio. Función: VCE(sat) 3V max. Nota: Tipo MESA de triple difusión . Tipo de transistor: NPN. Vcbo: 1500V. Spec info: MONITOR, Hi-res (F). Cantidad en stock actualizada el 20/04/2025, 00:25.
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