Transistor 2N5484
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.20€ | 1.44€ |
| 5 - 9 | 1.14€ | 1.37€ |
| 10 - 24 | 1.08€ | 1.30€ |
| 25 - 49 | 1.02€ | 1.22€ |
| 50 - 80 | 0.99€ | 1.19€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.20€ | 1.44€ |
| 5 - 9 | 1.14€ | 1.37€ |
| 10 - 24 | 1.08€ | 1.30€ |
| 25 - 49 | 1.02€ | 1.22€ |
| 50 - 80 | 0.99€ | 1.19€ |
Livraison en 2-3 jours, avec suivi postal!
Transistor 2N5484. Transistor. C (in): 5pF. C (out): 2pF. Type de canal: N. Quantité par boîtier: 1. Type de transistor: JFET. Idss (maxi): 5mA. Idss (min): 1mA. IGF: 10mA. Nombre de connexions: 3. Dissipation de puissance maxi: 350mW. Montage/installation: montage traversant pour circuit imprimé. Technologie: J-FET. Boîtier: TO-92. Boîtier (selon fiche technique): TO-92. Tension Vds(max): 25V. Vgs(th) min.: 3V. Fonction: amplificateur VHF/UHF, RF. Quantité en stock actualisée le 12/01/2025, 15:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.