Circuit intégré FSDH321
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.05€ | 2.46€ |
| 5 - 9 | 1.95€ | 2.34€ |
| 10 - 24 | 1.85€ | 2.22€ |
| 25 - 49 | 1.75€ | 2.10€ |
| 50 - 99 | 1.70€ | 2.04€ |
| 100 - 249 | 1.66€ | 1.99€ |
| 250+ | 1.58€ | 1.90€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.05€ | 2.46€ |
| 5 - 9 | 1.95€ | 2.34€ |
| 10 - 24 | 1.85€ | 2.22€ |
| 25 - 49 | 1.75€ | 2.10€ |
| 50 - 99 | 1.70€ | 2.04€ |
| 100 - 249 | 1.66€ | 1.99€ |
| 250+ | 1.58€ | 1.90€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré FSDH321. Circuit intégré. Id(imp): 1.5Ap. Id (T=100°C): 0.32A. Id (T=25°C): 0.7A. Nombre de connexions: 8. Résistance passante Rds On: Rds-on 14 Ohms. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8. Quantité en stock actualisée le 20/04/2025, 07:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.