Weerstand, 91k Ohms, 0.6W - MF0207FTE52-91K
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)
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)
| Hoeveelheid (Set van 25) | excl. BTW | incl. BTW |
|---|---|---|
| 1 - 1 | 0.79€ | 0.96€ |
| 2 - 3 | 0.75€ | 0.91€ |
| 4 - 9 | 0.71€ | 0.86€ |
| 10 - 19 | 0.67€ | 0.81€ |
| 20 - 39 | 0.63€ | 0.76€ |
| 40 - 153 | 0.59€ | 0.71€ |
| Hoeveelheid (Set van 25) | U.P | |
|---|---|---|
| 1 - 1 | 0.79€ | 0.96€ |
| 2 - 3 | 0.75€ | 0.91€ |
| 4 - 9 | 0.71€ | 0.86€ |
| 10 - 19 | 0.67€ | 0.81€ |
| 20 - 39 | 0.63€ | 0.76€ |
| 40 - 153 | 0.59€ | 0.71€ |
Levering binnen 2-3 dagen, met posttracking!
Weerstand, 91k Ohms, 0.6W - MF0207FTE52-91K. Weerstand, 91k Ohms, 0.6W. Weerstand: 91k Ohms. Vermogen: 0.6W. Tolerantie: 1%. Weerstandstype: Fémréteg. Temperatuurstabiliteit: 50ppm/°C. Aantal aansluitingen: 2. Niet brandbaar: 0. Bedrijfsspanning: 300V. Afmetingen: 2.3x6.3mm. RoHS: ja. Montage/installatie: PCB-doorvoermontage. Serie: MF0207. Behuizing: 0207. Origineel product van fabrikant Yageo. Aantal op voorraad bijgewerkt op 12/08/2025, 14:08.
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Levering binnen 2-3 dagen, met posttracking!
Alle rechten voorbehouden, RPtronics, 2024.