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NEW QUESTION: 1
Which Cisco IOS XE process administers routing and forwarding?
A. Cisco IOS
B. Forwarding manager
C. Interface manager
D. Host manager
Answer: A
Explanation:
Some of the processes are listed in the table below:
Process Purpose Affected FRUs SubPackage Mapping
Host Manager
Provides an interface between the IOS process and many of the information-gathering
functions of the underlying platform kernel and operating system.
RP (one instance per RP)
SIP (one instance per SIP)
ESP (one instance per ESP)
RPControl
SIPBase
ESPBase
Interface Manager
Provides an interface between the IOS process and the per-SPA interface processes on
the SIP.
RP (one instance per RP)
SIP (one instance per SIP)
RPControl
SIPBase
IOS
The IOS process implements all forwarding and routing features for the router.
RP (one per software redundancy instance per RP). Maximum of two instances per RP.
RPIOS
Forwarding Manager
Manages the downloading of configuration to each of the ESPs and the communication of
forwarding plane information, such as statistics, to the IOS process.
RP (one per software redundancy instance per RP). Maximum of two instances per RP.
ESP (one per ESP)
RPControl
ESPBase
Reference:
http://www.cisco.com/c/en/us/td/docs/routers/asr1000/configuration/guide/chassis/asrswcfg
/Software_Packaging_Architecture.html
NEW QUESTION: 2
Click the Exhibit button.
Referring to the exhibit, which two statements are correct about R2? (Choose two.)
A. If R2 remains in the ExStart state, then you should verify the MTU setting on R2 and R3.
B. R2 LSDB is not synchronized with R1.
C. If R2 remains in the ExStart state, then you should verify Physical Layer and Data Link
Layer connectivity on R2 and R3.
D. R2 LSDB is synchronized with R1.
Answer: A,D
NEW QUESTION: 3
Two trains are traveling on a collision course. If train A is traveling at a speed of 350 mph and train B is traveling 28% slower, how much time will it take the trains to collide if the initial distance between the two is
1505 miles?
A. Two hours and 25 minutes.
B. Two hours and 30 minutes.
C. Four hours and 20 minutes.
D. One hour and 10 minutes.
E. Three hours and 15 minutes.
Answer: B
Explanation:
Explanation/Reference:
Explanation:
Train B is traveling at a speed of 0.72 x 350 = 252 mph.
The two trains are traveling in opposite directions. Thus, the distance should be divided by the sum of their speeds = 252 + 350 = 602 mph.
1505 miles / 602 = 2.5 = two hours and 30 minutes.