MOSFET-Transistor AP4525GEM
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 4 | 2.58€ | 3.10€ |
| 5 - 9 | 2.45€ | 2.94€ |
| 10 - 24 | 2.37€ | 2.84€ |
| 25 - 49 | 2.32€ | 2.78€ |
| 50 - 99 | 2.27€ | 2.72€ |
| 100 - 249 | 2.06€ | 2.47€ |
| 250 - 275 | 1.99€ | 2.39€ |
| Menge | U.P | |
|---|---|---|
| 1 - 4 | 2.58€ | 3.10€ |
| 5 - 9 | 2.45€ | 2.94€ |
| 10 - 24 | 2.37€ | 2.84€ |
| 25 - 49 | 2.32€ | 2.78€ |
| 50 - 99 | 2.27€ | 2.72€ |
| 100 - 249 | 2.06€ | 2.47€ |
| 250 - 275 | 1.99€ | 2.39€ |
Lieferung in 2-3 Tagen, mit Postverfolgung!
MOSFET-Transistor AP4525GEM. MOSFET-Transistor. Kanaltyp: N-P. Menge pro Karton: 2. Funktion: Paar komplementärer N-Kanal- und P-Kanal-MOSFET-Transistoren. Anzahl der Terminals: 8:1. Pd (Verlustleistung, max): 2W. Spec info: 0.028 Ohms & 0.042 Ohms. Montage/Installation: oberflächenmontiertes Bauteil (SMD). Gehäuse: SO. Gehäuse (laut Datenblatt): SO-8. Originalprodukt vom Hersteller Advanced Power. Bestandsmenge aktualisiert am 05/06/2025, 19:25.
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Lieferung in 2-3 Tagen, mit Postverfolgung!
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