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H3C GB0-382 Exam Syllabus Topics:

H3CSE-RS-RT Sample Questions:

Question 1

OSPF TotallStub 区域中肯定不会注入类型的 LSA 。

A. Tpe3
B. Tpe5
C. Tpe7
D. Tpe4

Question 2

两台 MSR 路由器 RTA 和 RTB 通过 192.168.1.0/20 网段互联,现在对两台路由器执行如下命令 :
[RTA] ospf 1
[RTA-ospf-1] area 0
[RTA-ospf-1-area-0.0.0.0] network 192.168.1.0 0.0.0.255
[RTB] ospf 100
[RTB-ospf-100] area 1
[RTB-ospf-100-area-0.0.0.1] network 192.168.1.0 0.0.0.255
从以上配置可以判断。

A. RTA 和 RTB 不可以建立 OSPF 邻居关系,必须将 OSPF 进程号和 area ID 都配置成一致,才可以建立 OSPF 邻居关系
B. RTA 和 RTB 不可以建立 OSPF 邻居关系,若将 OSPF 进程号配置成一致,就可以建立 OSPF 邻居关系
C. RTA 和 RTB 可以建立 OSPF 邻居关系
D. RTA 和 RTB 不可以建立 OSPF 邻居关系,若将 area ID 配置成一致,就可以建立 OSPF 邻居关系

Question 3

如图所示网络中, RTA 上配置了静态路由 ip route-static 0.0.0.0 0.0.0.0 s1/0 , RTB 上配置了静态路由 ip route-static 10.0.0.0.23 s1/0 。

则在何种情况下, RTA 与 RTB 间会产生路由环路 ?

A. 如果 PCB 与 RTA 间的网络连接断开,则 RTA 与 RTB 间会产生环路。
B. 如果 PCC 与 RTA 间的网络连接断开,则 RTA 与 RTB 间会产生环路。
C. 如果 PCD 与 RTB 间的网络连接断开,则 RTA 与 RTB 间会产生环路。
D. 如果 PCA 与 RTA 间的网络连接断开,则 RTA 与 RTB 间会产生环路。

Question 4

在如图所示的拓扑中, RTA 和 RTB 上分别执行如下配置 :

[RTA-ospf-1-area-0.0.0.1] network 192.168.0.0 0.0.0.255
[RTA-ospf-1-area-0.0.0.1] network 192.168.1.0 0.0.0.255
[RTA-ospf-1-area-0.0.0.1] network 192.168.2.0 0.0.0.255
[RTA-ospf-1-area-0.0.0.1] network 192.168.3.0 0.0.0.255
[RTA-ospf-1-area-0.0.0.1] network 192.168.4.0 0.0.0.255
现要求 RTC 上不得学习上述 RTA 中配置路由,则可以在路由器上执行哪些配置 ?

A. [RTB-ospf-1-area-0.0.0.1] abr-summar192.168.0.0 255.255.252.0 not-advertise
B. [RTC-ospf-1-area-0.0.0.1] abr-summar192.168.0.0 255.255.224.0 not-advertise
C. [RTB-ospf-1-area-0.0.0.0] abr-summar192.168.0.0 255.255.0.0 not-advertise
D. [RTB-ospf-1-area-0.0.0.1] abr-summar192.168.0.0 255.255.248.0 not-advertise

Question 5

请选择正确的命令在如下的配置中补齐 IPv6 2 无状态自动配置,要求分配前缀 2009:2010:1::/64 。
[RTA] ipv6
[RTA] interface vlan-interface1
[RTA-Vlan-interface1] undo ipv6 nd ra halt
[RTA-Vlan-interface1]
[RTA-Vlan-interface1] ipv6 address fe80::2010:1 link-local

A. ipv6 address 2009:2010:1::2010:1 48
B. ipv6 nd ra prefix 2009:2010:1::/64 7200 3600
C. ipv6 address 2009:2010:1::1 7
D. ipv6 address 2009:2010:1::2010:1 64

Solutions: