请在 下方输入 要搜索的题目:

如图所示的网络中,假设所有路由器同时使能OSPF协议,这个网络中的BDR是哪一台路由器? <img 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" alt="">


A、RouterA
B、RouterC
C、RouterB
D、无BDR

发布时间:2024-09-29 16:53:53
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