Widerstand, 1 Ohm, 100W - TEH100M1R00FE
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 1 | 22.41€ | 26.89€ |
| 2 - 2 | 21.29€ | 25.55€ |
| 3 - 4 | 20.84€ | 25.01€ |
| 5 - 9 | 20.39€ | 24.47€ |
| 10 - 14 | 20.17€ | 24.20€ |
| 15 - 19 | 19.72€ | 23.66€ |
| 20 - 20 | 19.05€ | 22.86€ |
| Menge | U.P | |
|---|---|---|
| 1 - 1 | 22.41€ | 26.89€ |
| 2 - 2 | 21.29€ | 25.55€ |
| 3 - 4 | 20.84€ | 25.01€ |
| 5 - 9 | 20.39€ | 24.47€ |
| 10 - 14 | 20.17€ | 24.20€ |
| 15 - 19 | 19.72€ | 23.66€ |
| 20 - 20 | 19.05€ | 22.86€ |
Lieferung in 2-3 Tagen, mit Postverfolgung!
Widerstand, 1 Ohm, 100W - TEH100M1R00FE. Widerstand, 1 Ohm, 100W. Widerstand: 1 Ohm. Leistung: 100W. Widerstandstyp: Dünnschicht (nicht induktiv). Temperaturstabilität: 50ppm/°C. Nicht brennbar: 0. Betriebsspannung: 350V. Abmessungen: 16x21x5.2mm. Montage/Installation: Leiterplattendurchsteckmontage. Serie: TEH100. Gehäuse: TO-247. Gehäuse (laut Datenblatt): TO-247. Toleranz: 1%. Originalprodukt vom Hersteller Ohmite. Bestandsmenge aktualisiert am 08/06/2025, 17:25.
Informationen und technische Hilfe
Zahlungs-und Lieferbedingungen
Lieferung in 2-3 Tagen, mit Postverfolgung!
Alle Rechte vorbehalten, RPtronics, 2024.