Circuit intégré TDA4862
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.62€ | 1.94€ |
| 5 - 9 | 1.54€ | 1.85€ |
| 10 - 24 | 1.45€ | 1.74€ |
| 25 - 49 | 1.37€ | 1.64€ |
| 50 - 99 | 1.34€ | 1.61€ |
| 100 - 112 | 1.31€ | 1.57€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.62€ | 1.94€ |
| 5 - 9 | 1.54€ | 1.85€ |
| 10 - 24 | 1.45€ | 1.74€ |
| 25 - 49 | 1.37€ | 1.64€ |
| 50 - 99 | 1.34€ | 1.61€ |
| 100 - 112 | 1.31€ | 1.57€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré TDA4862. Circuit intégré. Remarque: Correction du facteur de puissance (PFC). Remarque: PWM Control 3kHz. Quantité en stock actualisée le 13/01/2025, 05:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.