C)
D)
E)
{Дұрыс жауап} = А
924.Кернеудің негізгі өлшем бірлігі ...
A) 1 А.
B) 1Ом.
C) 1 Дж.
D) 1 Вт.
E) 1В.
{Дұрыс жауап} = Е
925.Өткізгіштің кедергісі тәуелді емес ...
A) өткізгіштің ұзындығына
B) өткізгіштің көлденең қимасының ауданына
C) өткізгіштің меншікті кедергісіне
D) ток күшіне
E) өткізгіштің ұзындығына, көлденең қимасының ауданына, меншікті кедергісіне
{Дұрыс жауап} = D
926.Кедергінің негізгі өлшем бірлігі ...
A) 1 А.
B) 1 Ом.
C) 1 Дж.
D) 1 Вт.
E) 1 В.
{Дұрыс жауап} = В
927.Электропар машинасындағы энергияның түрленуі
A) механикалық энергия электр энергиясына айналады
B) жарықтық энергиясы электр энергиясына айналады
C) ішкі энергия электр энергиясына айналады
D) химиялық энергия электр энергиясына айналады
E) электр энергиясы механикалық энергияға айналады
{Дұрыс жауап} = А
928.Ұзындығы 100 м көлденең қимасының ауданы 2 мм2 меншікті кедергісі
0,028 мкОм . м амоний өткізгіштің кедергісі
A) 1400 Ом.
B) 1,4 Ом.
C) 0,014 Ом.
D) 0,0014 Ом.
E) 14∙10-17Ом.
{Дұрыс жауап} = В
929.Ток күші 30 мкА. Өткізгіштің көлденең қимасы арқылы 1 нс ішінде өтетін электрондар саны (е =1,6∙10-19Кл)
A) ![](data:image/png;base64,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)
Достарыңызбен бөлісу: |