Circuit intégré MCP3008-I-P
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 6.45€ | 7.74€ |
| 2 - 2 | 6.13€ | 7.36€ |
| 3 - 4 | 5.81€ | 6.97€ |
| 5 - 9 | 5.49€ | 6.59€ |
| 10 - 19 | 5.36€ | 6.43€ |
| 20 - 23 | 5.23€ | 6.28€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 6.45€ | 7.74€ |
| 2 - 2 | 6.13€ | 7.36€ |
| 3 - 4 | 5.81€ | 6.97€ |
| 5 - 9 | 5.49€ | 6.59€ |
| 10 - 19 | 5.36€ | 6.43€ |
| 20 - 23 | 5.23€ | 6.28€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré MCP3008-I-P. Circuit intégré. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-16. Température de fonctionnement: -40...+85°C. VCC: 2.7...5.5V. Tension d'alimentation (op): 7V. Remarque: 200 ksps max. Nombre de connexions: 16. Remarque: 75ksps max. Remarque: régulateur abaisseur de tension à commutateur intégré à entrée haute tension. Remarque: interface série SPI™. Quantité en stock actualisée le 13/01/2025, 03:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.