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CIS280B- DevNet part 2: Shane Steelman WEEK 2
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Terms in this set (10)
What does CDB stand for?
A. Cisco Discovery Protocol
B. Computer Discovery Protocol
C. Component Discovery Protocol
D. None of the above
A.
What is returned when a show cdp command is ran?
A. Returns Both the local interface that's connected and the remote devices connected interface.
B. Just the local interface that's connected
C. just the remote devices connected interfaces
D. None of the above
A.
The Nexus 9000 has two modes of operation what are they?
A. NX-OS mode
B. ACI mode
C. APIC
D. all of the above
A. B.
In ACI mode, switches operate as either ____ or a _____
A. Spine, Leaf
B Back, Feather
C. Wave, Ripple
D. Tree, Leaf
A.
____ switches are used to aggregate leaf switches
A. Spine
B. Tree
C. Leaf
D. None of the above
A
______switches are used as access devices
A. Spine
B. Tree
C. Leaf
D. Nodes
C.
_____are any leaf nodes that connect to a network device external to the ACI fabric
A. Leaf switches
B. Border Leaf switches
C. Spine Switches
D. APIC controller
B.
____provide a non-blocking fabric with rapid failure detection and re-routing.
D.A. Leaf switches
B. Border Leaf switches
C. Spine Switches
D. APIC controller
C.
____provide connectivity into the Fabric at the Top-of-Rack (ToR) or End-of_Row (EoR).
A. Leaf switches
B. Border Leaf switches
C. Spine Switches
D. APIC controller
A.
_____ provide the centralized point of management for fabric configuration and observing the summary operational state
A. Leaf switches
B. Border Leaf switches
C. Spine Switches
D. APIC controller
D
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Verified questions
GEOMETRY
Rectangle PQRS has a length of 1.3 feet and a width of 0.9 feet. Rectangle TUVW has a length of 11.7 inches and a width of 8.1 inches. Determine whether rectangle PQRS is similar to rectangle TUVW. Explain your reasoning.
GEOMETRY
Describe the possible lengths of the third side of the triangle given the lengths of the other two sides. 6 meters, 9 meters
GEOMETRY
Find the measure of the acute or right angle formed by intersecting lines so that C can be mapped to C' using two reflections. The rotation $(x,y)\to(-x,-y)$ maps C to C'. The measure of the angle is $\square^\circ$.
GEOMETRY
Deshawn is given the following conjecture. The first and third digits of a three-digit number are the same. If the second digit is equal to the sum of the first and third digits, then the number must be divisible by 11. How can he determine whether the conjecture is true?
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