Circuit intégré ITS428L2
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 3.24€ | 3.89€ |
| 5 - 9 | 3.07€ | 3.68€ |
| 10 - 24 | 2.91€ | 3.49€ |
| 25 - 49 | 2.75€ | 3.30€ |
| 50 - 99 | 2.53€ | 3.04€ |
| 100 - 140 | 2.47€ | 2.96€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 3.24€ | 3.89€ |
| 5 - 9 | 3.07€ | 3.68€ |
| 10 - 24 | 2.91€ | 3.49€ |
| 25 - 49 | 2.75€ | 3.30€ |
| 50 - 99 | 2.53€ | 3.04€ |
| 100 - 140 | 2.47€ | 2.96€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré ITS428L2. Circuit intégré. Fonction: CI interrupteur d'alimentation. Nombre de connexions: 5. Température: +85°C. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: D-PAK ( TO-252 ). Boîtier (selon fiche technique): TO-252-5 ( DPAK ) ( SOT428 ). Quantité en stock actualisée le 15/01/2025, 17:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.