MOSFET-Transistor P2804NVG
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ux33+3fPU9O0niG7dtDuQbO4X7vJC/wB4e9Rwz3ouIGnv42RZZGk2hhlSflGNvYcde/epPEN/bPoVyqyEk7f4T/eHtQBp/bH/AOfK5/Jf/iqpWaTWt1PMY72US5wjBcL8zNx83+1j8Ku/2la/89T/AN8N/hUMN/Es1w0lxuRnBjARvlG0Ajp6gn8aAI9QvHNsn+hXP+vi7L/z0X/aqW5mkuLWaEWt0hkQoGAXK5GM/eqK/wBRtTbp+8P+vi/gb/novtSaleCexkjs7ny5zjaxDDuM8gHHGaAILO3mtbqOZobh9kPlbRGo757ucD2+nJxVi6vH+02P+hXP+vPZf+eb/wC1VVri5Oowyi/X7MpzJGVbngDj5fXJ59atXWo2v2mx/eHic/wN/wA839qAGXazXN1bTrBcp5JYldindnH+1x0x9CaqJprRtAUiugIyjFdi4LKWJIG/AzvPbj8sW7y8aS6tntrkLGm7zFIYbumP4TnuPxz2rNgfUkaJm1BMeYpkBZ3+QNkqvyDtkZIyeOlAGrdXj/abH/Qrnic9l/55v/tU3UFmvTblIbqIwzLL91Tux2+8Kddaja/abH94eJz/AAN/zzf2pmoXjSm3NpdBNkytIGDDcncdDQBWsLKeyvjcMLyUEP8AKUUfeIP98+np3NaCztLq8ANvLHiCXlwP70foTVCxnnjv3mubsNCQwEYZ2C88Y+Uf/W6Dir63cM+rwLG5JEEp+6R/FH60APsJo1t3BkQHz5uCf+mjUk9zML2ERMptyPnIKnn3yQcY9M0ljaW7wSM1vEWM82SUGT+8aoroJDfwQR6dHJHJ95xD05x1xgY680AaPnxf89U/76FVdMmi/smz/ep/qE/iH90VP9itf+faH/v2Kq6bZ2p0qzJtoc+Qn8A/uigCrcXeprLL5CxuvnLsLOgATBz39cdfU8DGa1/Pix/rU/76Fc7JfSpbxOuhBnZiGQQNlRjOfu+vHbOOK24La3ltopHs4o3dAxQoPlJHTpQAzTJ4v7Ks/wB4n+oT+If3RVEXmqmbDRxBPtRG4SIQYsjB6gjjPvkDtT4YYYNAtpY7KKRxBHwIs9QBnAGTjrx6VSm1FkJVPD7MdkRyYGxubO4cL/Dgfn24yAbGpzRf2VefvU/1D/xD+6atefF/z1T/AL6FZlxBBNoE8slnFHI1u5KmIAg7T2q1dW8EFpNLHZRSOiFlQRjLEDp0oAo295qTSWyzxomXbzmDoVC44xznr04PHU+r/EU0R0G5AkQn5f4h/eFQLOzSRKNHTayIzHySMEuFPVewOcdfXFSeIrS2XQrkrbxA/LyEH94UAa/nxf8APVP++hVeK6ZrucPtSBQojJdcsecng9Pu9cd6l+xWv/PtD/37FUbHZdXF1HNpaQLE5VGaMfvBkjcOPb6/gQSAT6hPF9mT94n+vh/iH/PRatefF/z1T/voVS1CztRbJ/o0P+vh/gH/AD0WrJsrX/n2h/79igCTz4v+eqf99Cqt3PF9psf3qf68/wAQ/wCeb1W0sG9iMtzpkFuvG0FMNnvkFRjsPfmpruztRc2P+jQ/68/wD/nm9AC6lczrbg2JjeXdyCy9MH1I74z7ZxzVWC81B9T2yoEtN7fMxj+7jjo5Oc9OOmc9QBovaWqIW+yxHAzgRjJqppiC8tzNcabBbgk7EKfNwSOQVGOlAE13PF9osf3if68/xD/nm9WvPi/56p/30KpXVna/abH/AEaH/Xn+Af8APN6kureCC0mljsopXRCyxiMZYgcDpQBZ8+L/AJ6p/wB9CqzSI+rW4V1b9xL0Of4o6i0+Fbm1WW50+CFmwQmzkDA65HBzmn/Z4YtXtzHDGhMEvKqB/FHQBFZWMMkMjEzZM8xOJnA/1jdgaZcfZLfUbWyYXBe4VmU/aJMDbj396fZW0rQyMt9cIDPNhVWPA/eN6rmiYrFe29rJqVz58wZoxsjOQuM87PcUAWf7Ot/Wf/wIk/xqrpunwHSrM5n5gT/lu/8AdHvVr7JN/wBBC5/75j/+IqrptrN/ZVmf7QuR+4TjbH/dH+xQBa/s639Z/wDwIk/xo/s639Z//AiT/GqE19BBGkkmqXgV3eNSIVOWXII/1fsfrjirscEksayJqVyyMAwIWPkH/gFAFfTdPg/sq0OZ/wDUJ/y3f+6PeqM9/ZxLHthunkdSRGLo7sg4xjf3PH1I/C9ptrN/ZVof7QuQPITjbH/dH+xVea/tYFSSTVLoBhkHyU9cf3PX+RoAsajp8A0q7OZ8+Q//AC3f+6ferX9nW/rP/wCBEn+NVdRtZjpV2f7QuSPIf+GPn5T/ALFWTazKpJ1C6wP9mP8A+IoAX+zrf1n/APAh/wDGszxDYQJoVywM2Rt6zuf4h7099Qgj8jdql5iaMSI3kpjacYJOzjr3pniG2mXQ7gm+uGHy8FY/7w9FoA0/7Ot/Wf8A8CJP8ar28NncyTojT7oX2OPtD5zgH+971Y+yTf8AQQuf++Y//iKo2t1BeXctvb6pdNNHu3jykGNrFTyU9Qf59KAJL/T4BbpzP/r4v+W7/wDPRferX9nW/rP/AOBEn+NVb+0m+zJ/xMLk/v4v4Y/+ei/7FWvsk3/QQuf++Y//AIigA/s639Z//AiT/Gqt1p8AubHmfmc/8t3/AOeb+9Wvsk3/AEELn/vmP/4iqt1azfabH/iYXP8Arj/DH/zzf/YoAtf2db+s/wD4ESf40f2db+s//gRJ/jR9km/6CFz/AN8x/wDxFH2Sf/oIXP8A3zH/APEUAVbrT4PtNjzPzOf+W7/88396tf2db+s//gRJ/jVW7tZvtFj/AMTC5/15/hj/AOeb/wCxVr7JN/0ELn/vmP8A+IoAP7Ot/Wf/AMCJP8ahW1ig1iBkMmTBL96Vm/ij9Sam+yT/APQQuf8AvmP/AOIqFYJI9XgL3Uso8iXhwgx80foooAZZJemGQpcW6r582A0BJH7xu+8U6Tzo7mPzLyxWdgVj3QEMQcZA+f2FPgS/t0dBBbMplkcEzsDhnLDjZ71FPaXFxcxzvaW/mIQQRdMM4ORn5OxJ/M+tAFny9Q/5+bb/AMB2/wDi6q6bHf8A9lWeLm2x5Cf8u7f3R/t1a8zUP+fa2/8AAhv/AIiobRdQt7OCA29qTHGqEi4bnAx/coArSW8UrkPc6azRvtIMHKux/wB/gkn86vJDeogRLi1VVGABbMAB/wB91UGnzCSV/skGZHV2H2psZVtw/g/vEn8TVzzL/wD59rb/AMCG/wDiKAKdkbuHRrWSS8tI41gQlngIAG0dTvqC4S1wDcXmlAYBG+HjDZIP+s784/GrKW16dNis5be2IREXctyw5XGCPk9RmozpblVU2VuQqCMf6U/3QGUD7no7UAOvxePo906Xdq0ZgcgrAcEbT0+erUgvYo2eS8tVRRlmaBgAPU/PVd7a9GmSWUNtbKpiaNSbhjjIx/cqadby4t5IJLW2KSKVYC5YZBGD/BQBRItv3cZvdK+dFKL5PVRwuP3nTkgfWk8QpfDQ7ndcW5X5cgQMP4h/t0r6NJIU320TBF2qrXbEDnJP3Op7n/AVPqdtqOoafLaiG1Qvt+YzscYIP9z2oAt+XqH/AD9W3/gO3/xdU7SEfaJmtLnTfO3HzTFb/NnPOcP1yP0q55mof8+1t/4EN/8AEVTtdPls7qe5gsbZJZ/9YftT/MdzNnGzrlj+g7CgB2oR3/2dM3Nt/r4v+Xdv+ei/7dWvLv8A/n6tv/Adv/i6huV1GeJUFvajEiPzcN/Cwb+57VN5mof8+1t/4EN/8RQAeXf/APP1bf8AgO3/AMXVW6jv/tNjm5tv9ecf6O3/ADzf/bq15mof8+1t/wCBDf8AxFQzLqMstu4t7UCKQuR9obn5WX+5/tUATeXf/wDP1bf+A7f/ABdHl3//AD9W3/gO3/xdHmah/wA+1t/4EN/8RR5mof8APtbf+BDf/EUAVbuO/wDtNj/pNt/rzj/R2/55v/t1a8u//wCfq2/8B2/+LqGZdRllt3FvajypC5/0huflZf7n+1U3mah/z7W3/gQ3/wARQAeXf/8AP1bf+A7f/F1Cq3K6vb+dNE48iXASIr/FH6sam8zUP+fa2/8AAhv/AIikjjunvo5po4URInT5JSxJJU91H92gC5RRRQAUUVXF2rM4SOR9jbSVXjIoAsUVB9pP/PCb/vmj7Sf+eE3/AHzQBPRUH2n/AKYTf980faT/AM8Jv++aAJ6Kg+0/9MJv++aPtP8A0wm/75oAnoqD7T/0wm/75o+0/wDTCb/vmgCeioPtJ/54Tf8AfNH2k/8APCb/AL5oAnoqD7T/ANMJv++aPtP/AEwm/wC+aAJ6Kg+0n/nhN/3zR9p/6YTf980AT0VB9p/6YTf980guwSQIpSR1G3pQBYoqD7Sf+eE3/fNSRSLLHvXIGSMEYOQcH+VAD6KKKACiiigAqpY9Lj/ru/8AOrdVLHpcf9d3/nQBbooqG6lMFnPKOqRswz7DNAE1FYgn09QA0t8QCEMnnS7d2M9c4oa504biJL1lQAuyzTEKD6nPsaANuisX7RpxkEaSXsjlS22OaVjgYyeD7ikS602VYzFLeSeZ9wJPKSeM9N3pQBt1Va9iXU47EsPOeFpgvP3VKjP5sKzoZLOaebE10Io4yzBriQFCpIbPzZ//AFVMkVrDrsaq0huBbt9+VnwrMP7xPdKANWiimJKru6qcmNtrexwD/IigB9FUtRvYLaAxvcxwyyjbHucKck4yPpmm7rD/AJ/P/Jpv/iqAL9VL62ubmErb38to+R88aI3Q5PDA9RxUe6w/5/P/ACab/wCKo3WH/P5/5NN/8VQBVht7+eeI/wBr3CrGqs6iKIiTJYc/Lx0HStC1tBbPM/nSSGVtx3kHBxjj2qlaXdtDqEtsbuBiVXyh5gLMMtx7kHj8q1N6+Zs3DdjOPagB1QWv+pb/AK6Sf+hmp6gtf9S3/XST/wBDNAE9FFFABRRRQAVUselx/wBd3/nVuqlj0uP+u7/zoAt0yWNZoXiYZV1Kn6Gn1DcztbwtIsEs5UE7IsbjjsMkUAZYjvRPsZbVkE67vvAk+WPapp7W9d5fKjtFSRFVgS3Yn296zjc6q179sXTbsWu5XNufK8zOwg8bv93+LseK3rW4a5gSVraaAsoOyXbuGR0OCeaAKNzFeR3EdxFHarhGiIJPO5lx0HtTTb3VpY25WO1DWygscnkBSD2q7qDOloXjgkmZXRvLjxuOGB4yQP1rGOoanJ9oMmmXzQ3S4gjCxhoPl53/ADeuehNAFHxEbuw0XUTL9mjM1vJlopXVwMsxIwh5+bH4D1reW5mGvRWzwAB7V5DIgJHysgAJx1+Y8fWp77TYNRCicN8uRxjoatbFMgfHzAEA+xx/gKAHVzmkyXz6rrfl+XxeKHWVm+X9zHjb2wRg/UmujrPutMeeRnh1G7tC0gkYQ+WdxAAx8ynjAH5UAZ2nMutC6uXkgkd4YxGYxlYwRuHXvyD+Va3lTf8APvbfmf8ACs2z8NLp7R/ZNTvYUUKGjRYtsm1do3fJnpj8q20BVFUsWIGCxxk+/FAFbypf+fe2/M/4UeVL/wA+9t+Z/wAKt0UAY19axiFjK8EFzNKggYDoy8qB+IP51RvZ70a/pMMpi+1ZmkWO3ckPEFwxYEjgM0frzit67sYb3yvNz+6femMcMOh+tLDZRQ3D3GC87qFMj8naOg9hyfzoAliLtEpkXa5HI9P1P86jtf8AUt/10k/9DNT1Baf6lv8ArpJ/6GaAJqWiigAooooAKqWPS4/67v8Azq3VSx6XH/Xd/wCdAFqloooASiqBmn+3kZk8sShP4duNgP160Xk06XDiMybURG+XbjJJBznnt2oAv0VRvJZhdwxRGQBopHOzbnIK4+99TR9omksbJ1Lb5gu7ZjPKE8Z47UAXqWqVss00O9rmZTuZcYTjDEentUvkSf8AP3N+Sf8AxNAFiiqGnPdtPfpdElY7jbAxIyU8tDk4A/iLVfoASloooAKSlooAKKKKACoLX/Ut/wBdJP8A0M1PUFr/AKlv+ukn/oZoAmpaKKACiiigAqpY9Lj/AK7v/OrdVLHpcf8AXd/50AW6iuGKW0rrwyoSPyqWobr/AI85/wDrm38qAMyCyvZ0juf7SZfMxLs8lSAduP5VJJpl7KzMdUYblCsBAvIBJ/rVzT/+Qdbf9cl/lVmgDLk02+klWT+1GV1VlBEC9DjPX6CkGmXiwwxrqbKIcbCIVyMDH8q1aKAMXThdfbr6zkvHYQFCrKigksCxzwe5q1p7XZutRS5YtFHOq27EjJTy0JzgDncW/SorD/kPat/2x/8AQTVu2kR7i7VXUssgyAckfIvX8qAHQf6+6/66j/0BasVWtnV57vaynEozg5x8i1ZoAKKKKACiiigAooooAKgtf9S3/XST/wBDNT1Ba/6lv+ukn/oZoAnooooASloooAKqWPS4/wCu7/zq3VSx6XH/AF3f+dAFuobv/jzn/wCubfyqaobrm0mAHPlt/KgBmn/8g62/65L/ACqzWBY3s9qDBJdWEuMKiG52leOn3KtNqzI21209W9DeH/4igDVorLfVmjIDtp6k8jN4Rn/xyg6qyorltPCt0P2w4P8A45QAlh/yHtW/7Y/+gmprKzhgvb6aNcPLIAx9cKD/ADY1T024UanqFxLLbhZhEVMcu9eARjJA54/lVrTbo3N3qQ8sCOK4VUcNnzB5UZz7ckj8DQBNZxLFLdBM483gE9MgMf1Y1bqvb/6+6/66j/0BasUAFFFFABRRRQAUUUUAFQWv+pb/AK6Sf+hmp6gtf9S3/XST/wBDNAE9FFJQAtFFFABVSx6XH/Xd/wCdW6qWPS4/67v/ADoAt1Dd/wDHnP8A9c2/lU1Q3eTZz4BJ8tuAMnpQBnicf2h5GYsmZW2+Z8+PLHO3HT8aW/n8u6kjzEDJEgAeTax+ZvujHNS2eqQXUbFYbxNjbD5tpKhJAHIyvI561Y+1xf3Zv+/L/wCFAFTUJxb31vITEqmGVcyybBnKcZweeDSbzb6ZpztsXYE3ea2wD5COT2p9leTlJftkTK3mHy9kTn5O2fl69vwqz9ri/uzf9+H/AMKAMyx1C0S+uPNurdGKKceaO8kp4/AitD+09P8A+f62/wC/q/41W069jvtRupI4bmNVjRMz27xZIZ843AZHI6etalAGbpd59sn1EhV2R3IRHVwwkHlod3HTkkfhWlRRQAUUUUAFFFFABRRRQAVBa/6lv+ukn/oZqaobX/Ut/wBdJP8A0M0AT0UUUAFFFFABVJba7ieXybmEI7lwHhJIz7hh/KrtFAFTy9Q/5+bb/wAB2/8Ai6PL1D/n5tv/AAHb/wCLq3RQBU8u/wD+fm2/8B2/+Lo8vUP+fm2/8B2/+Lq3RQBU8u//AOfm2/8AAdv/AIujy7//AJ+rb/wHb/4urdFAFTy7/wD5+bb/AMB2/wDi6PLv/wDn6tv/AAHb/wCLq3RQBU8u/wD+fm2/8B2/+Lo8vUP+fm2/8B2/+Lq3RQBU8vUP+fq2/wDAdv8A4ujy7/8A5+rb/wAB2/8Ai6t0UAVPL1D/AJ+bb/wHb/4ujy9Q/wCfq2/8B2/+Lq3RQBU8u/8A+fq2/wDAdv8A4ujy7/8A5+bb/wAB2/8Ai6t0UAVPL1D/AJ+bb/wHb/4upreJoYQruHbLMSFwMkk9Mn1qWigApKWigDnLzx54ZsLya0utWjjnhYpIhjc7SOo4FQf8LH8I/wDQai/79v8A/E11PaloA5X/AIWP4R/6DUX/AH7f/wCJo/4WP4R/6DUX/ft//ia6qigDlf8AhY/hH/oNRf8Aft//AImj/hY/hH/oNRf9+3/+JrqqKAOV/wCFj+Ef+g1F/wB+3/8AiaP+Fj+Ef+g1F/37f/4muqooA5X/AIWP4R/6DUX/AH7f/wCJo/4WP4R/6DUX/ft//ia6qigDlf8AhY/hH/oNRf8Aft//AImj/hY/hH/oNRf9+3/+JrqqKAOV/wCFj+Ef+g1F/wB+3/8AiaP+Fj+Ef+g1F/37f/4muqooA5X/AIWP4R/6DUX/AH7f/wCJo/4WP4R/6DUX/ft//ia6qigDlf8AhY/hH/oNRf8Aft//AImj/hY/hH/oNRf9+3/+JrqqKAOV/wCFj+Ef+g1F/wB+3/8AiaP+Fj+Ef+g1F/37f/4muqooA5X/AIWP4R/6DUX/AH7f/wCJo/4WP4R/6DUX/ft//ia6mloA5X/hY/hH/oNRf9+3/wDiacnxE8JyOqJrMRZiAB5b8n/vmunpaAP/2Q==)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 4 | 1.36€ | 1.63€ |
| 5 - 9 | 1.29€ | 1.55€ |
| 10 - 24 | 1.25€ | 1.50€ |
| 25 - 49 | 1.22€ | 1.46€ |
| 50 - 99 | 1.20€ | 1.44€ |
| 100 - 170 | 1.15€ | 1.38€ |
| Menge | U.P | |
|---|---|---|
| 1 - 4 | 1.36€ | 1.63€ |
| 5 - 9 | 1.29€ | 1.55€ |
| 10 - 24 | 1.25€ | 1.50€ |
| 25 - 49 | 1.22€ | 1.46€ |
| 50 - 99 | 1.20€ | 1.44€ |
| 100 - 170 | 1.15€ | 1.38€ |
Lieferung in 2-3 Tagen, mit Postverfolgung!
MOSFET-Transistor P2804NVG. MOSFET-Transistor. Kanaltyp: N-P. Menge pro Karton: 2. Funktion: 28 & 65m Ohms). Anzahl der Terminals: 8:1. Pd (Verlustleistung, max): 2W. RoHS: ja. Montage/Installation: oberflächenmontiertes Bauteil (SMD). Technologie: Paar komplementärer N-Kanal- und P-Kanal-MOSFET-Transistoren. Gehäuse: SO. Gehäuse (laut Datenblatt): SOP-8. Originalprodukt vom Hersteller Niko-semi. Bestandsmenge aktualisiert am 07/06/2025, 07:25.
Informationen und technische Hilfe
Zahlungs-und Lieferbedingungen
Lieferung in 2-3 Tagen, mit Postverfolgung!
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