Hi Expertise,
Can we config as per below scenario in Cisco 2911 UC/K9 Router?
1. Analog PSTN line go in to 2911 FXO port 0/0/0
2. Then Router GE 0/1 port go LAN and connect to Cisco Phone.
Any config reference for this kind of scenario?
Thanks and Regards
Hain
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Hi Expertise,
Can we config as per below scenario in Cisco 2911 UC/K9 Router?
1. Analog PSTN line go in to 2911 FXO port 0/0/0
2. Then Router GE 0/1 port go LAN and connect to Cisco Phone.
Any config reference for this kind of scenario?
Thanks and Regards
Hain
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