Circuit intégré LA7848
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 9.06€ | 10.87€ |
| 2 - 2 | 8.61€ | 10.33€ |
| 3 - 4 | 8.16€ | 9.79€ |
| 5 - 9 | 7.70€ | 9.24€ |
| 10 - 19 | 7.52€ | 9.02€ |
| 20 - 24 | 7.34€ | 8.81€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 9.06€ | 10.87€ |
| 2 - 2 | 8.61€ | 10.33€ |
| 3 - 4 | 8.16€ | 9.79€ |
| 5 - 9 | 7.70€ | 9.24€ |
| 10 - 19 | 7.52€ | 9.02€ |
| 20 - 24 | 7.34€ | 8.81€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré LA7848. Circuit intégré. Remarque: I2max--3.0A. Remarque: Pd max 9W. Remarque: Vcc(B6) 45V, Vcc(B3) 92V. Quantité en stock actualisée le 16/01/2025, 06:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.