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NEW QUESTION: 1
Downtilt omnidirectional antennas are primarily useful for
A. Pigeons
B. Maximizing backhaul bandwidth on point-to-multipoint mesh deployments
C. Covering large open areas from low mounting locations (e.g. playing fields)
D. Covering environments with lots of vertical obstructions using high mounting locations (e.g. container yards)
Answer: D

NEW QUESTION: 2
Which three statements about SXP are true? (Choose three.)
A. The SGA ZBPF uses the SGT to apply forwarding decisions.
B. Packets can be tagged with SGTs only with hardware support.
C. To enable an access device to use IP device tracking to learn source device IP addresses, DHCP snooping must be configured.
D. Each VRF supports only one CTS-SXP connection.
E. It resides in the control plane, where connections can be initiated from a listener.
F. Separate VRFs require different CTS-SXP peers, but they can use the same source IP addresses.
Answer: B,D,E
Explanation:
Explanation/Reference:
Explanation:

NEW QUESTION: 3
Nancy has asked you to trace a particular requirement for her. What does 'to trace a requirement' mean?
A. Tracing a requirement means to track a requirements from its first identification all the way to its completion to see what issues, risks, costs, quality, and defects have surrounded the requirement
B. Tracing a requirement means to look at a requirement and the others to which it is related. It links risk, cost, quality, and scope elements to stakeholder and solution requirements to other artifacts created by the team and to solution components.
C. Tracing a requirement means to look at a requirement and the others to which it is related. It links business requirements to stakeholder and solution requirements to other artifacts created by the team and to solution components.
D. Tracing a requirement means to look at a requirement and the others to which it is related. It links business requirements to components in the project's work breakdown structure.
Answer: C
Explanation:
Explanation/Reference:
Explanation:

NEW QUESTION: 4
What would be the output of the nested for loop given below?
for(( r=1; i<=5; i++ ))
do
for(( i=1; j<=i; j++ ))
do
echo -n "$j"
done
echo " "
done
A. 12345 12345
B. 0
C. 12345 12345 12345 12345 12345
D. 1 12345
Answer: D