Circuit intégré A3977SED-T
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 13.35€ | 16.02€ |
| 2 - 2 | 12.68€ | 15.22€ |
| 3 - 4 | 12.01€ | 14.41€ |
| 5 - 9 | 11.35€ | 13.62€ |
| 10 - 14 | 11.08€ | 13.30€ |
| 15 - 16 | 10.81€ | 12.97€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 13.35€ | 16.02€ |
| 2 - 2 | 12.68€ | 15.22€ |
| 3 - 4 | 12.01€ | 14.41€ |
| 5 - 9 | 11.35€ | 13.62€ |
| 10 - 14 | 11.08€ | 13.30€ |
| 15 - 16 | 10.81€ | 12.97€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré A3977SED-T. Circuit intégré. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: PLCC. Boîtier (selon fiche technique): PLCC-44. Remarque: tension d'alimentation logique, 7.0V. Nombre de connexions: 44. Remarque: VBB 35V, Iout +/-2A. Quantité en stock actualisée le 12/01/2025, 15:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.