Potentiomètre, 500k Ohms - PC16SH-10IP06-504A2020
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.32€ | 2.78€ |
| 5 - 9 | 2.21€ | 2.65€ |
| 10 - 24 | 2.09€ | 2.51€ |
| 25 - 49 | 1.97€ | 2.36€ |
| 50 - 97 | 1.82€ | 2.18€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.32€ | 2.78€ |
| 5 - 9 | 2.21€ | 2.65€ |
| 10 - 24 | 2.09€ | 2.51€ |
| 25 - 49 | 1.97€ | 2.36€ |
| 50 - 97 | 1.82€ | 2.18€ |
Livraison en 2-3 jours, avec suivi postal!
Potentiomètre, 500k Ohms - PC16SH-10IP06-504A2020. Potentiomètre, 500k Ohms. Résistance: 500k Ohms. Nombre de canaux: 1. Type de résistance: couche de carbone. Nombre de tours: 1. Stabilité en tempéraure: 300ppm/°C. Caractéristique: Linéaire. Tension continue: 250V. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Série: PC16SH. Puissance: 200mW. Axe: diamètre de l'axe 6mm, longueur 45mm, plastique. Tolérance: 20 %. Fonction: potentiomètre mono 500k Ohms (A). Quantité en stock actualisée le 12/01/2025, 22:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.