Référence de tension MAX8069CCZQ
![[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 - 4 | 3.17€ | 3.84€ |
| 5 - 9 | 3.01€ | 3.64€ |
| 10 - 21 | 2.91€ | 3.52€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 3.17€ | 3.84€ |
| 5 - 9 | 3.01€ | 3.64€ |
| 10 - 21 | 2.91€ | 3.52€ |
Livraison en 2-3 jours, avec suivi postal!
Référence de tension MAX8069CCZQ. Référence de tension. RoHS: oui. Boîtier: TO-92. Stabilité en tempéraure: 50ppm/K. Remarque: référence de tension U=1.2V. Remarque: tension de référence 1.23V. Nombre de connexions: 2. Montage/installation: montage traversant pour circuit imprimé. Boîtier (selon fiche technique): TO-92-2. Température de fonctionnement: 0...+70°C. Produit d'origine constructeur Maxim - Dallas. Quantité en stock actualisée le 25/07/2025, 16:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.