题中X0、X1的常态均为0,X0为启动开关,X1为停止开关,Y10的状态()。 <img src="data:image/png;base64,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" alt="">
A、如果X0=1,X1=1,那么Y10=1
B、如果X0=1,X1=0,那么Y10=1
C、如果X0=0,X1=1,那么Y10=1
D、如果X0=0,X1=0,那么Y10=1
发布时间:2024-04-15 20:24:34