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NEW QUESTION: 1
Refer to the exhibit. An engineer is working on a ticket that reports TEL1 cannot call TEL2.
These dial peers are configured to route the call between the endpoints.
dial-peer voice 2001voip
destination-pattern 2001
session protocol sipv2
session target ipv4:10.1.1.2
incoming called-number .
codec g722-64
video codec h264
dtmf-relay rtp-nte sip-notify sip-kpml
no vad
dial-peer voice 3001 voip
destination-pattern 3001
session protocol sipv2
session target ipv4:10.3.1.2
incoming called-number .
codec g722-64
video codec h264
dtmf-relay rtp-nte sip-notify sip-kpml
no vad
While troubleshooting, the engineer discovers that the Cisco Unified Border Element is giving the error "SIP/2.0 403 Forbidden".
Which two Cisco Unified Border Element configurations resolve this issue? (Choose two.)
A. voice service voip
mode border-element
allow-connections sip to sip
sip
bind control source-interface loopback0
bind media source-interface loopback0
B. voice service voip
mode border-element
ip address trusted list
ipv4 10.1.1.0 255.255 255.0
ipv4 10.3.1.0 255.255.255.0
allow-connections sip to sip
sip
bind control source-interface loopback0
bind media source-interface loopback0
C. voice service voip
mode border-element
ip address trusted list
allow-connections sip to sip
sip
bind control source-interface loopback0
bind media source-interface loopback0
D. voice service voip
no ip address trusted authenticate
mode border-element
allow-connections sip to sip
sip
bind control source-interface loopback0
bind media source-interface loopback0
E. voice service voip
mode border-element
ip address trusted list
ipv4 10.1.1.0 255.255.255.0
ipv4 10.2.1.0 255.255.255.0
allow-connections sip to sip
sip
bind control source-interface loopback0
bind media source-interface loopback0
Answer: B,D
NEW QUESTION: 2
Which of the following statements about the merge path of the WLAN Tester 2.0 tool is correct?
A. At least 2 and above paths can be merged
B. For the same drawing node, multiple, multiple tested paths can be merged
C. The path where the calculation fails occurs, and the path that failed the calculation is automatically deleted after the path is merged.
D. The merged path cannot be merged again
Answer: A,B,C
NEW QUESTION: 3
Communication is the key to the success of a project. As the project manager, you have four stakeholders with whom you need to communicate. As such, you have six channels of communication. A new stakeholder has been added that you also need to communicate with. How many communication channels do you have now?
A. 0
B. 1
C. 2
D. 3
Answer: D
Explanation:
5*4/2 = 10, If you are the PM and have four stakeholders to communicate with, there are 5 people involved and 10 channels. When you add a new stakeholder, you have 6 people and 15 channels. The formula stated in this question is N(N-1)/2 where N equals the number of people. How to derive this Formula: The Attached calculation will help to realize the concept of communication channel. Say, there are "n" Persons and they are having communication with each other. We need to find how many communication channels are possible here. Take the case of the first person. He can communicate with rest of the (n-1) person. So, here are (n-1) communication channels. The Second person can communicate with ((n-1)-1) person because his communication with the first person is already taken into account for the calculation of first person. So, here are (n-2) communication channels. Similarly, the third person can communicate with ((n-1)-2) because his communication with the first and second person is already taken into account for the calculation of first and second person. So, it's (n-3) channels.Like that, if we proceed, the total no of Channels used by n person, will be = (n-1)+(n-2)+(n-3)+......+1 = 1+2+3+.....+(n-1)We have a sum of an AP series for "(n-1)" number whose first number is "1" and the common difference is also "1".The Formula for Sum of AP series is: S = n[2a+(n-1)d]/2(where, n = total numbers, a = first number, d = common difference) So, it gives us the Total Communication Channel=(n-1) *[2*1+((n-1)-1)*1]/2 = (n1)*[2+(n-2)]/2 = n*(n-1)/2 Hope this helps.
NEW QUESTION: 4

Answer:
Explanation:



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