Circuit intégré TDA16846P
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 5.66€ | 6.79€ |
| 2 - 2 | 5.38€ | 6.46€ |
| 3 - 4 | 5.09€ | 6.11€ |
| 5 - 9 | 4.81€ | 5.77€ |
| 10 - 19 | 4.70€ | 5.64€ |
| 20 - 29 | 4.58€ | 5.50€ |
| 30+ | 4.41€ | 5.29€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 5.66€ | 6.79€ |
| 2 - 2 | 5.38€ | 6.46€ |
| 3 - 4 | 5.09€ | 6.11€ |
| 5 - 9 | 4.81€ | 5.77€ |
| 10 - 19 | 4.70€ | 5.64€ |
| 20 - 29 | 4.58€ | 5.50€ |
| 30+ | 4.41€ | 5.29€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré TDA16846P. Circuit intégré. Conditionnement: tube en plastique. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-14. Nombre de connexions: 14. Unité de conditionnement: 25. Remarque: Correction du facteur de puissance (PFC). Quantité en stock actualisée le 13/01/2025, 18:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.