Circuit intégré ADS7816P
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 7.47€ | 8.96€ |
| 2 - 2 | 7.09€ | 8.51€ |
| 3 - 4 | 6.87€ | 8.24€ |
| 5 - 9 | 6.72€ | 8.06€ |
| 10 - 19 | 6.57€ | 7.88€ |
| 20 - 29 | 6.35€ | 7.62€ |
| 30 - 32 | 6.12€ | 7.34€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 7.47€ | 8.96€ |
| 2 - 2 | 7.09€ | 8.51€ |
| 3 - 4 | 6.87€ | 8.24€ |
| 5 - 9 | 6.72€ | 8.06€ |
| 10 - 19 | 6.57€ | 7.88€ |
| 20 - 29 | 6.35€ | 7.62€ |
| 30 - 32 | 6.12€ | 7.34€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré ADS7816P. Circuit intégré. Conditionnement: tube en plastique. Unité de conditionnement: 50. Fonction: convertisseur analogique-numérique. Remarque: Convertisseur analogique/numérique. Nombre de connexions: 8. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8. Température de fonctionnement: -40...+85°C. Produit d'origine constructeur Texas Instruments. Quantité en stock actualisée le 07/06/2025, 21:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.