D.
E.
$$$ 20 A
Берілген детальды органикалық никельдеуде электр тогының қандай әсері пайдаланылады:
Химиялық
Дыбыстық
Жарық
Жылулық
Магниттік
$$$21 A
Егер де ток көзінің ЭҚК 4В болса, бөгде күштер 5Кл заряд бөлу үшін қандай жұмыс атқарады
20 Дж
2 Дж
1,25 Дж
40 Дж
0 Дж
$$$ 22
Донорлық қоспасы бар шала өткізгіш материалда қандай типті ток өткізгіштік болады
Электронды
Кемтіктік
Элкртонды және кемтіктік
Иондық
Мұндай материалдар ток өткізбейді
$$$ 23 A
Төмендегі келтірілген анықтамалардың қайсысы электр тогы ұғымына сәйкес
Бөлшектердің бағытталған қозғалысы
Бөлшектердің хаосты қозғалысы
Бөлшектердің салыстырма орын ауыстыруының өзгерісі
Зарядталған бөлшектердің реттеліп бағытталған қозғалысы
Электр өрісінің зарядталған бөлшектерге кез-келген әсері
$$$ 24 D
Сегіз параллел қосылған кедергілерден тұратын тізбек бөлігінің жалпы кедергісін тап, егер олардың біреуінің кедергісі 2 Ом болса
16 Ом
2 Ом
4 Ом
0,25 Ом
0,5 Ом
$$$ 25
Электр тізбегінің бөлігінде бес резистор тізбектей қосылған, әрбір резистордің кедергісі 0,5 Ом. Жалпы кедергі қандай болады
0,1 Ом
0,25 Ом
0,5 Ом
2,5 Ом
10 Ом
$$$ 26 C
Төмендегі келтірілген өрнектердің қайсысы Джоуль-Ленц заңының математикалық өрнегі болады:
А.![](data:image/png;base64,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)
Достарыңызбен бөлісу: |