Дұрыс жауабы: B
19. Вакуумда орналасқан бірдей екі зарядты арақашықтығын өзгертпей сұйыққа салғанда олардың өзара әсерлесу күші өзгеріссіз қалу үшін әрқайсысының зарядын 9 есе арттыру керек болса, сұйықтың диэлектрлік өтімділігі ( )
A) 9
B) 3
C) 81
D) 1
E) 7
Шешуі:
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Екі зарядтың вакуумдағы және сұйықтағы өзара әсерлесу күштері сәйкесінше:
![](data:image/png;base64,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)
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