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NEW QUESTION: 1
展示を参照してください。

ネットワーク操作は、操作サブネットからこの構成を持つデバイスの構成を読み書きできません。どの2つの構成が問題を修正しますか？ （2つ選択してください。）
A. アクセスリスト1を変更し、アクセスリストで操作サブネットを許可します。
B. コミュニティciscotestに加えて、SNMP rw権限を構成します。
C. コミュニティciscotest 1に加えて、SNMP rw権限を構成します。
D. アクセスリスト1を変更し、アクセスリストでSNMPを許可します。
E. バージョン1に加えてSNMP rw権限を構成します。
Answer: A,B

NEW QUESTION: 2
Which statement about a packet traveling from a host in VLAN 10 to a host in VLAN 20 is true?
A. The MAC address in the packet remains unchanged from source to destination
B. When the packet passes through the router between the VLANs, the router sets the source MAC address of the packet to the MAC address of its own exit interface
C. When the packet arrives at the host in VLAN 20, it appears to the host to have come from the IP address belonging to the router between the VLANs
D. When the packet arrives at the host in VLAN 20, it appears to the host to have come from the IP address belonging to the last device it passed through on VLAN 10
E. When the packet arrives at the host in VLAN 20, it appears to the host to have come from the IP address belonging to the first device it passed through on VLAN 20
F. The source IP address in the packet changes at each router along the path from source to destination
Answer: B

NEW QUESTION: 3
Based on the network shown in the graphic

Which option contains both the potential networking problem and the protocol or setting that should be used to prevent the problem?
A. Switching loops, VTP
B. Switching loops, split horizon
C. Switching loops, STP
D. routing loops, STP
E. routing loops, hold down timers
F. routing loops, split horizon
Answer: C

NEW QUESTION: 4
Which of the following is not true about simu-lation models that use Monte Carlo processes?
A. They are deterministic in nature.
B. They emulate stochastic systems.
C. They may involve sampling.
D. They mathematically estimate what actual performance would be.
Answer: A
Explanation:
The Monte Carlo simulation is often used in computer modeling to generate the individual values for a random variable. The performance of a quantitative model under uncertainty may be investigated by randomly selecting values for each variable in the model (based on the probability distribution of each variable) and then calculating the value of the solution. Because Monte Carlo processes use the laws of probability to generate values for random variables, simulations using them are probabilistic, not deterministic.