如图所示电路中,电源电压恒定,电阻的阻值20Ω;闭合开关S2时,R和L是( )联。<img 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" alt="">
如图所示电路中,电源电压恒定,电阻的阻值20Ω;闭合开关S2时,R和L是( )联。
发布时间:2025-06-24 16:23:34