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<!DOCTYPE html> <html lang=en xml:lang=en xmlns=http://www.w3.org/1999/xhtml style><!--
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url: http://abc.sysu.work/Homework/hwDoHomework.aspx?hw=hw4&showChecks=
saved date: Sat Jul 06 2019 20:26:19 GMT+0800 (中国标准时间)
--><head id=ctl00_Head1><meta charset=utf-8><style>a:link,a:visited{color:blue;text-decoration:none;font-size:24px}p{font-size:24px;margin-left:2em;color:black;padding-left:.5em;text-indent:-1em;padding-right:.5em;margin-bottom:10px}table{margin-left:2em}h2{font-size:32px;color:black;font-weight:bold}textarea{height:200px}input,textarea{margin:2px;font-size:18px;color:#030648}td{padding:4px}textarea{width:600px}input[type="text"]{width:180px}input.midtext{width:360px}div.container{width:1000px;margin:0 auto}div.main{border:solid 1px black;padding:10px}div.buttons{text-align:center;padding:12px}span.hwstateabnormal{color:blue;font-weight:bold}span.checkCorrect{color:blue}a.sayQues{color:lightcoral;font-size:smaller}span.check_showpoint{color:#3c9}.points,.points td{border:1px solid grey;border-collapse:collapse}.points tr:nth-child(3n+1){background-color:#EEE}</style><title>
小溪网--中山大学17计算机网络--做作业: 作业4
</title><link type=image/x-icon rel="shortcut icon" href="data:image/gif;base64,R0lGODlhAQABAAAAACH5BAEKAAEALAAAAAABAAEAAAICTAEAOw=="></head>
<body style=text-align:left;font-size:24px class=vsc-initialized>
<form method=post action="./hwDoHomework.aspx?hw=hw4&showChecks=" id=aspnetForm>
<div class=aspNetHidden>
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<div>
<br>
<div class=container><div class=buttons> <input type=button class=hwdo_exit name=__exit__ id=__exit1__ value=退出></div><div class=main><p>中山大学17计算机网络<p> <hr><p>作业名称：作业4<p>作业描述：IP协议和IP地址<p>开始时间：2019/4/22 23:00:00<p>截止时间：2019/5/7 23:00:00<p>作业状态：<span class=hwstateabnormal>已截止</span><p>未完成题数：0 总题数：40<hr><p><p>第A节<table class=points><tbody><tr><td>1<td>2<td>3<td>4<td>5<td>6<td>7<td>8<td>9<td>10<td>11<td>12<td>13<td>14<td>15<tr><td>2<td>2<td>6<td>2<td>3<td>2<td>3<td>2<td>2<td>2<td>4<td>3<td>2<td>2<td>3<tr><td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<tr><td>16<td>17<td>18<td>19<td>20<td>21<td>22<td>23<td>24<td>25<td>26<td>27<td>28<td>29<td>30<tr><td>4<td>5<td>3<td>2<td>2<td>2<td>4<td>2<td>3<td>3<td>3<td>3<td>3<td>4<td>4<tr><td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<tr><td>31<td>32<td>33<td>34<td>35<td>36<td>37<td>38<td>39<td>40<tr><td>4<td>3<td>4<td>4<td>4<td>4<td>4<td>4<td>4<td>4<tr><td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改<td>未<br>改</table><br> 总得分：0 总分：0 百分制分数：NaN<hr>*除非明确指出，所有作业的IP都指IPv4. <br>
<h2 class=section>A.请回答下面问题（默认每题2分）：</h2>
<p class=question>1. 电话系统采用的服务模型与哪种ATM服务模型类似?<br>
<input id=_403-1_ name=_403-1_ class=input type=radio value=true checked disabled>A.恒定位速率<br>
<input id=_403-2_ name=_403-1_ class=input type=radio value=false disabled>B.可变位速率<br>
<input id=_403-3_ name=_403-1_ class=input type=radio value=false disabled>C.可用位速率<br>
<input id=_403-4_ name=_403-1_ class=input type=radio value=false disabled>D.未指定位速率<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
A</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_403>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_403>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_403>[3]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>2. 以下哪种交换技术采用包交换技术且在传送数据之前需要建立连接？<br>
<input id=_404-1_ name=_404-1_ class=input type=radio value=false disabled>A.电路交换<br>
<input id=_404-2_ name=_404-1_ class=input type=radio value=false disabled>B.数据报<br>
<input id=_404-3_ name=_404-1_ class=input type=radio value=false disabled>C.永久虚电路<br>
<input id=_404-4_ name=_404-1_ class=input type=radio value=true checked disabled>D.交换式虚电路<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
D</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_404>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_404>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_404>[0]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>3. 下图存在3条虚电路（red,green,blue） ,它们都是从A或者B出发的虚电路，请填写它们的虚电路表(虚电路填写次序: red,green,blue)。<br>
* 接口编号用黑色字表示. VCI - Virtual Circuits Identifier<br>
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<br>
交换机S1的虚电路表<br>
=======================================================<br>
输入接口 输入VCI 输出接口 输出VCI<br>
<input id=_405-1_ name=_405-1_ class="input shorttext" type=text value=1 readonly> <input id=_405-2_ name=_405-2_ class="input shorttext" type=text value=2 readonly> <input id=_405-3_ name=_405-3_ class="input shorttext" type=text value=3 readonly> <input id=_405-4_ name=_405-4_ class="input shorttext" type=text value=4 readonly><br>
<input id=_405-5_ name=_405-5_ class="input shorttext" type=text value=1 readonly> <input id=_405-6_ name=_405-6_ class="input shorttext" type=text value=1 readonly> <input id=_405-7_ name=_405-7_ class="input shorttext" type=text value=3 readonly> <input id=_405-8_ name=_405-8_ class="input shorttext" type=text value=2 readonly><br>
<input id=_405-9_ name=_405-9_ class="input shorttext" type=text value=2 readonly> <input id=_405-10_ name=_405-10_ class="input shorttext" type=text value=1 readonly> <input id=_405-11_ name=_405-11_ class="input shorttext" type=text value=3 readonly> <input id=_405-12_ name=_405-12_ class="input shorttext" type=text value=1 readonly><br>
<br>
交换机S2的虚电路表<br>
=======================================================<br>
输入接口 输入VCI 输出接口 输出VCI<br>
<input id=_405-13_ name=_405-13_ class="input shorttext" type=text value=1 readonly> <input id=_405-14_ name=_405-14_ class="input shorttext" type=text value=4 readonly> <input id=_405-15_ name=_405-15_ class="input shorttext" type=text value=2 readonly> <input id=_405-16_ name=_405-16_ class="input shorttext" type=text value=2 readonly><br>
<input id=_405-17_ name=_405-17_ class="input shorttext" type=text value=1 readonly> <input id=_405-18_ name=_405-18_ class="input shorttext" type=text value=2 readonly> <input id=_405-19_ name=_405-19_ class="input shorttext" type=text value=3 readonly> <input id=_405-20_ name=_405-20_ class="input shorttext" type=text value=1 readonly><br>
<input id=_405-21_ name=_405-21_ class="input shorttext" type=text value=1 readonly> <input id=_405-22_ name=_405-22_ class="input shorttext" type=text value=1 readonly> <input id=_405-23_ name=_405-23_ class="input shorttext" type=text value=3 readonly> <input id=_405-24_ name=_405-24_ class="input shorttext" type=text value=2 readonly><br>
<br><span class=quespoints>(6 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>6分</span><br><textarea rows=10 cols=20 readonly>Answer:
S1
========
1 2 3 4
1 1 3 2
2 1 3 1
S2
========
1 4 2 2
1 2 3 1
1 1 3 2
</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_405>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_405>[6]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_405>[0]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>4. IP协议可以提供哪种服务?<br>
<input id=_402-1_ name=_402-1_ class=input type=radio value=false disabled>A.constant bit rate service<br>
<input id=_402-2_ name=_402-1_ class=input type=radio value=false disabled>B.connection-oriented service<br>
<input id=_402-3_ name=_402-1_ class=input type=radio value=false disabled>C.reliable transmission service<br>
<input id=_402-4_ name=_402-1_ class=input type=radio value=false disabled>D.guaranteed rate service<br>
<input id=_402-5_ name=_402-1_ class=input type=radio value=true checked disabled>E.best effort service<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
E</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_402>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_402>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_402>[1]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>5. 下面哪些关于IP协议的说法是正确的？<br>
<input id=_401-1_ name=_401-1_ class=input type=checkbox value=true checked disabled>A.IP协议是因特网的网络层协议.<br>
<input id=_401-2_ name=_401-1_ class=input type=checkbox value=false disabled>B.IP协议可以提供可靠服务.<br>
<input id=_401-3_ name=_401-1_ class=input type=checkbox value=true checked disabled>C.IP协议可以提供一种数据报服务.<br>
<input id=_401-4_ name=_401-1_ class=input type=checkbox value=true checked disabled>D.IP协议是可路由的(routable).<br>
<input id=_401-5_ name=_401-1_ class=input type=checkbox value=true checked disabled>E.IP协议可以用于连接任何物理网络.<br>
<input id=_401-6_ name=_401-1_ class=input type=checkbox value=false disabled>F.IP协议具有拥塞控制机制.<br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
A,C,D,E</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_401>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_401>[2]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_401>[5]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>6. 现在使用IP数据报的服务类型字段提供不同的服务被重新定义为<input id=_406-1_ name=_406-1_ class="input shorttext" type=text value=区分服务 readonly>.<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
区分服务</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_406>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_406>[2]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_406>[1]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>7. 下面哪些关于IP数据报的TTL字段的说法是正确的？<br>
<input id=_407-1_ name=_407-1_ class=input type=checkbox value=true checked disabled>A.每经过一个路由器TTL减1.<br>
<input id=_407-2_ name=_407-1_ class=input type=checkbox value=false disabled>B.TTL的最大值为128.<br>
<input id=_407-3_ name=_407-1_ class=input type=checkbox value=false disabled>C.TTL是数据报经过的跳数.<br>
<input id=_407-4_ name=_407-1_ class=input type=checkbox value=true checked disabled>D.TTL限制了因特网的直径.<br>
<input id=_407-5_ name=_407-1_ class=input type=checkbox value=false disabled>E.TTL记录数据报在网上存在的时间.<br>
<input id=_407-6_ name=_407-1_ class=input type=checkbox value=true checked disabled>F.TTL防止数据报长时间滞留在因特网上.<br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
ADF</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_407>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_407>[2]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_407>[7]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>8. IP数据报头部选项最长可以是多少字节？<input id=_408-1_ name=_408-1_ class="input shorttext" type=text value=40 readonly><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
40</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_408>[2]</span></a> <a href=# class=sayQues>踩<span id=badcnt_408>[2]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_408>[2]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>9. 如果一个IP数据报的协议字段的值为17, 目的主机应该把该数据报交给哪个上层协议?<br>
<input id=_409-1_ name=_409-1_ class=input type=radio value=false disabled>A.TCP<br>
<input id=_409-2_ name=_409-1_ class=input type=radio value=true checked disabled>B.UDP<br>
<input id=_409-3_ name=_409-1_ class=input type=radio value=false disabled>C.ICMP<br>
<input id=_409-4_ name=_409-1_ class=input type=radio value=false disabled>D.IGMP<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
B</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_409>[0]</span></a> <a href=# class=sayQues>踩<span id=badcnt_409>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_409>[0]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>10. 如果不带选项的IP数据报被分段, 这些片段头部的哪些字段可能与原数据报头部字段的内容不一样?<br>
<input id=_410-1_ name=_410-1_ class=input type=checkbox value=true checked disabled>A.header checksum<br>
<input id=_410-2_ name=_410-1_ class=input type=checkbox value=true checked disabled>B.MF<br>
<input id=_410-3_ name=_410-1_ class=input type=checkbox value=true checked disabled>C.offset<br>
<input id=_410-4_ name=_410-1_ class=input type=checkbox value=false disabled>D.TTL<br>
<input id=_410-5_ name=_410-1_ class=input type=checkbox value=true checked disabled>E.total length<br>
<input id=_410-6_ name=_410-1_ class=input type=checkbox value=false disabled>F.Identification<br>
<input id=_410-7_ name=_410-1_ class=input type=checkbox value=false disabled>G.destination address<br>
<input id=_410-8_ name=_410-1_ class=input type=checkbox value=false disabled>H.protocol<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
ABCE</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_410>[2]</span></a> <a href=# class=sayQues>踩<span id=badcnt_410>[2]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_410>[1]</span></a> <a href=# class=sayQues>问老师</a></p>
<br>
<p class=question>11. 一个没有选项的IP数据报的总长度为3000字节，标识(iden)是10034，DF=0，OFFSET=0，要转发到MTU为800的一个物理网络上。如果前面的片段尽量大，如何划分片段？填写这些片段的 iden、offset、MF:<br>
片段1：<input id=_411-1_ name=_411-1_ class="input shorttext" type=text value=10034 readonly><input id=_411-2_ name=_411-2_ class="input shorttext" type=text value=0 readonly><input id=_411-3_ name=_411-3_ class="input shorttext" type=text value=1 readonly>,<br>
片段2：<input id=_411-4_ name=_411-4_ class="input shorttext" type=text value=10034 readonly><input id=_411-5_ name=_411-5_ class="input shorttext" type=text value=97 readonly><input id=_411-6_ name=_411-6_ class="input shorttext" type=text value=1 readonly>,<br>
片段3：<input id=_411-7_ name=_411-7_ class="input shorttext" type=text value=10034 readonly><input id=_411-8_ name=_411-8_ class="input shorttext" type=text value=194 readonly><input id=_411-9_ name=_411-9_ class="input shorttext" type=text value=1 readonly>,<br>
片段4：<input id=_411-10_ name=_411-10_ class="input shorttext" type=text value=10034 readonly><input id=_411-11_ name=_411-11_ class="input shorttext" type=text value=291 readonly><input id=_411-12_ name=_411-12_ class="input shorttext" type=text value=0 readonly>.<br><span class=quespoints>(4 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>4分</span><br><textarea rows=10 cols=20 readonly>Answer:
10034 0 1
10034 97 1
10034 194 1
10034 291 0
</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_411>[2]</span></a> <a href=# class=sayQues>踩<span id=badcnt_411>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_411>[6]</span></a> <a href=# class=sayQues>问老师</a></p>
<br>
<p class=question>12. 如果上题的第二个片段在后面的一个路由器上要转发到MTU=300的物理网络上，要继续划分片段，填写这些片段的 iden、offset、MF:<br>
片段1：<input id=_412-1_ name=_412-1_ class="input shorttext" type=text value=10034 readonly><input id=_412-2_ name=_412-2_ class="input shorttext" type=text value=97 readonly><input id=_412-3_ name=_412-3_ class="input shorttext" type=text value=1 readonly>,<br>
片段2：<input id=_412-4_ name=_412-4_ class="input shorttext" type=text value=10034 readonly><input id=_412-5_ name=_412-5_ class="input shorttext" type=text value=132 readonly><input id=_412-6_ name=_412-6_ class="input shorttext" type=text value=1 readonly>,<br>
片段3：<input id=_412-7_ name=_412-7_ class="input shorttext" type=text value=10034 readonly><input id=_412-8_ name=_412-8_ class="input shorttext" type=text value=167 readonly><input id=_412-9_ name=_412-9_ class="input shorttext" type=text value=1 readonly><br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
10034 97 1
10034 132 1
10034 167 1</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_412>[5]</span></a> <a href=# class=sayQues>踩<span id=badcnt_412>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_412>[11]</span></a> <a href=# class=sayQues>问老师</a></p>
<br>
<p class=question>13. IP的记录路由选项中如果指针为16，表示记录了多少个IP地址？<input id=_413-1_ name=_413-1_ class="input shorttext" type=text value=3 readonly><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
3
Explanation:
指针为4时0个，为8时1个,为12时2个,为16时3个</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_413>[2]</span></a> <a href=# class=sayQues>踩<span id=badcnt_413>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_413>[0]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>14. 下面哪些关于两个IP地址的说法是正确的?<br>
<input id=_414-1_ name=_414-1_ class=input type=checkbox value=true checked disabled>A.如果它们在不同的网络，则它们的网络号必须不同.<br>
<input id=_414-2_ name=_414-1_ class=input type=checkbox value=false disabled>B.如果它们在不同的网络，则它们的主机号必须不同.<br>
<input id=_414-3_ name=_414-1_ class=input type=checkbox value=false disabled>C.如果它们在相同的网络，则它们的主机号必须相同.<br>
<input id=_414-4_ name=_414-1_ class=input type=checkbox value=true checked disabled>D.如果它们在相同的网络，则它们的网络号必须相同.<br>
<input id=_414-5_ name=_414-1_ class=input type=checkbox value=true checked disabled>E.如果它们在相同的网络，则它们的主机号必须不同.<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
ADE</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_414>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_414>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_414>[2]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>15. 下面的IP地址中A类、B类、C类地址分别有几个? <br>
<input id=_415-1_ name=_415-1_ class="input shorttext" type=text value=3 readonly> <input id=_415-2_ name=_415-2_ class="input shorttext" type=text value=2 readonly> <input id=_415-3_ name=_415-3_ class="input shorttext" type=text value=4 readonly><br>
92.168.1.100<br>
129.32.123.54<br>
223.89.201.145<br>
220.18.255.254<br>
124.254.200.254<br>
191.64.220.8<br>
66.254.1.100<br>
192.1.100.1<br>
202.15.200.12<br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
3 2 4</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_415>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_415>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_415>[0]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>16. 关于IP分组和IP地址的填空:<br>
A.把IP多播地址224.0.1.5转换为MAC多播地址是什么？<input id=_416-1_ name=_416-1_ class="input shorttext" type=text value=01-00-5E-00-01-05 readonly><br>
B.IP地址192.168.1.255是做什么的？<input id=_416-2_ name=_416-2_ class="input shorttext" type=text value=对一个远程网络的广播 readonly><br>
C.点分十进制IP地址以127开头的是什么地址？<input id=_416-3_ name=_416-3_ class="input shorttext" type=text value=环回地址 readonly><br>
D.如果数据部分为IP分组，以太网的类型字段的值是什么？<input id=_416-4_ name=_416-4_ class="input shorttext" type=text value=0x0800 readonly><br>
E.有类地址191.168.1.2的网络号和主机号分别是什么？<input id=_416-5_ name=_416-5_ class="input shorttext" type=text value=191.168 readonly><input id=_416-6_ name=_416-6_ class="input shorttext" type=text value=1.2 readonly><br>
F.一个C类网可用的IP地址有多少个？<input id=_416-7_ name=_416-7_ class="input shorttext" type=text value=254 readonly><br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
A. 01-00-5E-00-01-05
B. 对远程子网的广播
C. 环回地址
D. 0x0800
E. 191.168 1.2
F. 254
</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_416>[5]</span></a> <a href=# class=sayQues>踩<span id=badcnt_416>[3]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_416>[6]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>17. 一个C类网192.1.2.0划分为6个子网，它们分别需要配置2、2、2、2、50、50个接口的IP地址。如果要求消耗最少的IP地址,请采用点分十进制(dotted decimal)格式(a.b.c.d)写出它们的子网号和子网掩码（地址从小到大）： <br>
<input id=_417-1_ name=_417-1_ class="input shorttext" type=text value=192.1.2.0 readonly><input id=_417-2_ name=_417-2_ class="input shorttext" type=text value=255.255.255.252 readonly>,<br>
<input id=_417-3_ name=_417-3_ class="input shorttext" type=text value=192.1.2.4 readonly><input id=_417-4_ name=_417-4_ class="input shorttext" type=text value=255.255.255.252 readonly>,<br>
<input id=_417-5_ name=_417-5_ class="input shorttext" type=text value=192.1.2.8 readonly><input id=_417-6_ name=_417-6_ class="input shorttext" type=text value=255.255.255.252 readonly>,<br>
<input id=_417-7_ name=_417-7_ class="input shorttext" type=text value=192.1.2.12 readonly><input id=_417-8_ name=_417-8_ class="input shorttext" type=text value=255.255.255.252 readonly>,<br>
<input id=_417-9_ name=_417-9_ class="input shorttext" type=text value=192.1.2.64 readonly><input id=_417-10_ name=_417-10_ class="input shorttext" type=text value=255.255.255.192 readonly>,<br>
<input id=_417-11_ name=_417-11_ class="input shorttext" type=text value=192.1.2.128 readonly><input id=_417-12_ name=_417-12_ class="input shorttext" type=text value=255.255.255.192 readonly>. <br><span class=quespoints>(5 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
192.1.2.0 255.255.255.252
192.1.2.4 255.255.255.252
192.1.2.8 255.255.255.252
192.1.2.12 255.255.255.252
192.1.2.64 255.255.255.192
192.1.2.128 255.255.255.192
</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_417>[0]</span></a> <a href=# class=sayQues>踩<span id=badcnt_417>[3]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_417>[25]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>18. 如果用8个C类网193.10.24.0~193.10.31.0形成一个超网(supernet),该超网的子网号和子网掩码是什么?<input id=_418-1_ name=_418-1_ class="input shorttext" type=text value=193.10.24.0 readonly><input id=_418-2_ name=_418-2_ class="input shorttext" type=text value=255.255.248.0 readonly>.<br>
* 子网号和子网掩码都用点分四进制表示a.b.c.d<br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
193.10.24.0 255.255.248.0</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_418>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_418>[2]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_418>[2]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>19. 下面哪些地址为私有地址? <br>
<input id=_419-1_ name=_419-1_ class=input type=checkbox value=true checked disabled>A.10.200.10.1<br>
<input id=_419-2_ name=_419-1_ class=input type=checkbox value=false disabled>B.192.1.1.5<br>
<input id=_419-3_ name=_419-1_ class=input type=checkbox value=false disabled>C.172.15.1.10<br>
<input id=_419-4_ name=_419-1_ class=input type=checkbox value=false disabled>D.172.32.1.1<br>
<input id=_419-5_ name=_419-1_ class=input type=checkbox value=true checked disabled>E.192.168.254.1<br>
<input id=_419-6_ name=_419-1_ class=input type=checkbox value=false disabled>F.192.169.1.1<br>
<input id=_419-7_ name=_419-1_ class=input type=checkbox value=true checked disabled>G.172.31.200.254<br>
<input id=_419-8_ name=_419-1_ class=input type=checkbox value=true checked disabled>H.192.168.255.254<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
AEGH</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_419>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_419>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_419>[0]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>20. 采用NAT技术，如果从外网发回的IP分组中应该转换的IP地址和端口号是哪个？<br>
<input id=_420-1_ name=_420-1_ class=input type=radio value=false disabled>A.源IP地址和源端口号<br>
<input id=_420-2_ name=_420-1_ class=input type=radio value=true checked disabled>B.目的IP地址和目的端口号<br>
<input id=_420-3_ name=_420-1_ class=input type=radio value=false disabled>C.源IP地址和目的端口号<br>
<input id=_420-4_ name=_420-1_ class=input type=radio value=false disabled>D.目的IP地址和源端口号<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
B</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_420>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_420>[2]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_420>[1]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>21. ARP请求包的字段哪些是已知的?<br>
<input id=_421-1_ name=_421-1_ class=input type=checkbox value=true checked disabled>A.source IP address<br>
<input id=_421-2_ name=_421-1_ class=input type=checkbox value=true checked disabled>B.source MAC address<br>
<input id=_421-3_ name=_421-1_ class=input type=checkbox value=false disabled>C.source port number<br>
<input id=_421-4_ name=_421-1_ class=input type=checkbox value=true checked disabled>D.dest IP address<br>
<input id=_421-5_ name=_421-1_ class=input type=checkbox value=false disabled>E.dest MAC address<br>
<input id=_421-6_ name=_421-1_ class=input type=checkbox value=false disabled>F.dest port number<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
ABD</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_421>[3]</span></a> <a href=# class=sayQues>踩<span id=badcnt_421>[3]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_421>[4]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>22. 关于ARP协议,下面哪些说法是正确的?<br>
<input id=_422-1_ name=_422-1_ class=input type=checkbox value=false disabled>A.一台主机可以通过ARP协议通过远端IP地址(非直连网)取得其对应的MAC地址。<br>
<input id=_422-2_ name=_422-1_ class=input type=checkbox value=true checked disabled>B.在收到ARP请求后源主机的IP地址和MAC地址的映射会缓存在目的主机中。<br>
<input id=_422-3_ name=_422-1_ class=input type=checkbox value=false disabled>C.一个ARP请求可以同时包括多个IP地址。<br>
<input id=_422-4_ name=_422-1_ class=input type=checkbox value=false disabled>D.ARP请求会超时重传。<br>
<input id=_422-5_ name=_422-1_ class=input type=checkbox value=false disabled>E.任何物理网络都要使用ARP协议获得MAC地址。<br>
<input id=_422-6_ name=_422-1_ class=input type=checkbox value=true checked disabled>F.缓存的IP地址和MAC地址的映射具有生存期。<br><span class=quespoints>(4 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>4分</span><br><textarea rows=10 cols=20 readonly>Answer:
BF</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_422>[3]</span></a> <a href=# class=sayQues>踩<span id=badcnt_422>[2]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_422>[9]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>23. 在一个以太网中，哪个DHCP数据包可以让该网络中的每个DHCP服务器知道DHCP客户端是否选用了它提供的IP地址?<br>
<input id=_423-1_ name=_423-1_ class=input type=radio value=false disabled>A.DHCP discover<br>
<input id=_423-2_ name=_423-1_ class=input type=radio value=false disabled>B.DHCP offer<br>
<input id=_423-3_ name=_423-1_ class=input type=radio value=true checked disabled>C.DHCP request<br>
<input id=_423-4_ name=_423-1_ class=input type=radio value=false disabled>D.DHCP ack<br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>2分</span><br><textarea rows=10 cols=20 readonly>Answer:
C</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_423>[0]</span></a> <a href=# class=sayQues>踩<span id=badcnt_423>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_423>[0]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>24. 转发IP分组时，在下面哪些情况下，路由器会发送ICMP数据报通知源主机?<br>
<input id=_424-1_ name=_424-1_ class=input type=checkbox value=true checked disabled>A.IP数据报的TTL在路由器上减到0.<br>
<input id=_424-2_ name=_424-1_ class=input type=checkbox value=false disabled>B.对IP数据报进行了分段.<br>
<input id=_424-3_ name=_424-1_ class=input type=checkbox value=true checked disabled>C.用目的地址没有查到匹配的路由项.<br>
<input id=_424-4_ name=_424-1_ class=input type=checkbox value=false disabled>D.目的地址只匹配了默认路由.<br>
<input id=_424-5_ name=_424-1_ class=input type=checkbox value=true checked disabled>E.头部检验出错.<br>
<input id=_424-6_ name=_424-1_ class=input type=checkbox value=false disabled>F.IP分组头部有选项.<br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
ACE</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_424>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_424>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_424>[1]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>25. 填写上题中发送的ICMP数据报的类型和代码：<br>
(A)<input id=_440-1_ name=_440-1_ class="input shorttext" type=text value=11 readonly><input id=_440-2_ name=_440-2_ class="input shorttext" type=text value=0 readonly><br>
(B)<input id=_440-3_ name=_440-3_ class="input shorttext" type=text readonly value><input id=_440-4_ name=_440-4_ class="input shorttext" type=text readonly value><br>
(C)<input id=_440-5_ name=_440-5_ class="input shorttext" type=text value=3 readonly><input id=_440-6_ name=_440-6_ class="input shorttext" type=text value=1 readonly><br>
(D)<input id=_440-7_ name=_440-7_ class="input shorttext" type=text readonly value><input id=_440-8_ name=_440-8_ class="input shorttext" type=text readonly value><br>
(E)<input id=_440-9_ name=_440-9_ class="input shorttext" type=text value=12 readonly><input id=_440-10_ name=_440-10_ class="input shorttext" type=text value=0 readonly><br>
(F)<input id=_440-11_ name=_440-11_ class="input shorttext" type=text readonly value><input id=_440-12_ name=_440-12_ class="input shorttext" type=text readonly value><br><span class=quespoints>(3 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
（A）11 0
（C) 3 1
（E）12 0</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_440>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_440>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_440>[3]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>26. 填空：<br>
（1）RIP协议属于<input id=_425-1_ name=_425-1_ class="input shorttext" type=text value=IGP协议 readonly><br>
（2）OSPF协议属于<input id=_425-2_ name=_425-2_ class="input shorttext" type=text value=IGP协议 readonly> <br>
（3）BGP协议属于<input id=_425-3_ name=_425-3_ class="input shorttext" type=text value=EGP协议 readonly><br>
（4）路由表中手工配置的路由项称为<input id=_425-4_ name=_425-4_ class="input shorttext" type=text value=静态路由 readonly><br>
（5）采用路由协议自动得到的路由称为<input id=_425-5_ name=_425-5_ class="input shorttext" type=text value=动态路由 readonly><br>
（6）直连网的路由和默认路由都属于<input id=_425-6_ name=_425-6_ class="input shorttext" type=text value=静态路由 readonly><br>
（7）路由协议所用的算法称为<input id=_425-7_ name=_425-7_ class="input shorttext" type=text value=路由 readonly>算法。<br>
可选项：路由，动态路由，静态路由，IGP协议，EGP协议<br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
IGP协议，IGP协议，EGP协议，静态路由，动态路由，静态路由，路由
Explanation:
默认路由也由IGP协议注入的动态路由。</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_425>[0]</span></a> <a href=# class=sayQues>踩<span id=badcnt_425>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_425>[1]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>27. 下面关于查询路由表和转发IP分组的说法哪些是正确的?<br>
<input id=_426-1_ name=_426-1_ class=input type=checkbox value=true checked disabled>A.路由表中每一行的下一跳和接口处于同一物理网络中。<br>
<input id=_426-2_ name=_426-1_ class=input type=checkbox value=false disabled>B.最长匹配原则意味着范围更大的网络首先被选中。<br>
<input id=_426-3_ name=_426-1_ class=input type=checkbox value=false disabled>C.IP分组总是被转发到下一跳。<br>
<input id=_426-4_ name=_426-1_ class=input type=checkbox value=false disabled>D.下一跳总是有IP地址。<br>
<input id=_426-5_ name=_426-1_ class=input type=checkbox value=true checked disabled>E.一个IP分组在转发之前总是要封装成帧。<br>
<input id=_426-6_ name=_426-1_ class=input type=checkbox value=true checked disabled>F.如果IP分组的目的地址就在路由器的直连的以太网，则需要用ARP通过该目的地址获得其对应的MAC地址。<br>
<input id=_426-7_ name=_426-1_ class=input type=checkbox value=false disabled>G.路由器会把目的地址为广播地址的IP分组从所有接口广播出去。<br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
AEF</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_426>[0]</span></a> <a href=# class=sayQues>踩<span id=badcnt_426>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_426>[4]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>28. 当路由器为一个IP分组查询路由表，对于以下几种情况，路由器会怎么做？从可选项中选择最合适的（填字母）<br>
(1)没有任何匹配项 <input id=_427-1_ name=_427-1_ class="input shorttext" type=text value=F readonly><br>
(2)有匹配项，下一跳接口为以太网<input id=_427-2_ name=_427-2_ class="input shorttext" type=text value=B readonly><br>
(3)有匹配项，下一跳接口为PPP<input id=_427-3_ name=_427-3_ class="input shorttext" type=text value=C readonly><br>
(4)有匹配项，没有下一跳，匹配项的接口为以太网<input id=_427-4_ name=_427-4_ class="input shorttext" type=text value=A readonly><br>
(5)有匹配项，没有下一跳，匹配项的接口为PPP<input id=_427-5_ name=_427-5_ class="input shorttext" type=text value=C readonly><br>
<br>
可选项：<br>
A.用IP分组的目的地址查询MAC地址 (ARP协议)<br>
B.用下一跳的地址查询MAC地址 (ARP协议)<br>
C.直接把IP分组封装成帧发送出去<br>
D.用IP分组的源地址查询MAC地址 (ARP协议)<br>
E.直接把IP分组发送出去<br>
F.丢弃该分组<br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
FBCAC
</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_427>[2]</span></a> <a href=# class=sayQues>踩<span id=badcnt_427>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_427>[8]</span></a> <a href=# class=sayQues>问老师</a></p>
<br>
<p class=question>29. 下图为路由器R60的路由表：<br>
<img src="data:image/jpeg;base64,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"><br>
如果R60依次收到目的地址为10.1.1.20、166.132.5.5、202.118.201.227、195.42.22.1的IP分组，R60转发它们的下一跳分别是什么？ <br>
<input id=_428-1_ name=_428-1_ class="input shorttext" type=text value=R12 readonly>,<br>
<input id=_428-2_ name=_428-2_ class="input shorttext" type=text value=R34 readonly>,<br>
<input id=_428-3_ name=_428-3_ class="input shorttext" type=text value=直连网，无下一跳 readonly>,<br>
<input id=_428-4_ name=_428-4_ class="input shorttext" type=text value=R5 readonly>.<br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
R12
R34
-
R5
</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_428>[2]</span></a> <a href=# class=sayQues>踩<span id=badcnt_428>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_428>[0]</span></a> <a href=# class=sayQues>问老师</a></p>
<br>
<p class=question>30. 下图为路由器R1的路由表：<br>
<img 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><br>
如果R1依次收到目的地址为192.4.153.17、128.96.39.10、128.96.40.12、128.96.40.151和192.4.153.90的IP分组，R1转发它们的下一跳分别是什么？ <br>
<input id=_429-1_ name=_429-1_ class="input shorttext" type=text value=128.96.39.212 readonly>,<br>
<input id=_429-2_ name=_429-2_ class="input shorttext" type=text value=128.96.39.1 readonly>,<br>
<input id=_429-3_ name=_429-3_ class="input shorttext" type=text value=199.1.3.1 readonly>,<br>
<input id=_429-4_ name=_429-4_ class="input shorttext" type=text value=128.96.39.198 readonly>,<br>
<input id=_429-5_ name=_429-5_ class="input shorttext" type=text value=128.96.39.198 readonly>.<br><span class=quespoints>(4 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>4分</span><br><textarea rows=10 cols=20 readonly>Answer:
128.96.39.212
128.96.39.1
199.1.3.1
128.96.39.198
128.96.39.198</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_429>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_429>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_429>[2]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>31. 主机和路由器通过三个以太网连接：[H1]-N1-[R1]-N2-[R2]-N3-[H2]。主机和路由器的每个接口的IP地址都配置正确。如果除了一种配置其他配置都是正确的，问其中哪种配置错误或者没有配置会导致一下问题？<br>
(1)H1可以ping通R1左边接口的IP地址但是ping不通R1右边接口的IP地址?(填字母)<input id=_430-1_ name=_430-1_ class="input shorttext" type=text value=C readonly> <br>
可选项：<br>
A.R1配置N3的静态路由指向R2<br>
B.R2配置N1的静态路由指向R1<br>
C.H1配置默认路由指向R1<br>
D.H2配置默认路由指向R2<br>
<br>
另外三种情况呢？<br>
(2)H1可以ping通R1右边接口的IP地址但是ping不通R2左边接口的IP地址?<input id=_430-2_ name=_430-2_ class="input shorttext" type=text value=B readonly><br>
(3)H1可以ping通R2左边接口的IP地址但是ping不通R2右边接口的IP地址?<input id=_430-3_ name=_430-3_ class="input shorttext" type=text value=A readonly><br>
(4)H1可以ping通R2右边接口的IP地址但是ping不通H2的IP地址?<input id=_430-4_ name=_430-4_ class="input shorttext" type=text value=D readonly><br><span class=quespoints>(4 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>4分</span><br><textarea rows=10 cols=20 readonly>Answer:
CBAD</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_430>[2]</span></a> <a href=# class=sayQues>踩<span id=badcnt_430>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_430>[12]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>32. 对于上题的三种情况，ping会分别返回什么错误？(填字母)<br>
(1)<input id=_431-1_ name=_431-1_ class="input shorttext" type=text value=B readonly><br>
(2)<input id=_431-2_ name=_431-2_ class="input shorttext" type=text value=A readonly><br>
(3)<input id=_431-3_ name=_431-3_ class="input shorttext" type=text value=B readonly><br>
(4)<input id=_431-4_ name=_431-4_ class="input shorttext" type=text value=A readonly><br>
<br>
可选项：<br>
A.timeout<br>
B.destination host unreachable<br><span class=quespoints>(3 points)</span><br><br><br><span class=checkCorrect>√</span> 得分: <span class=check_showpoint>3分</span><br><textarea rows=10 cols=20 readonly>Answer:
BABA</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_431>[0]</span></a> <a href=# class=sayQues>踩<span id=badcnt_431>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_431>[2]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>33. 下面的路由表为一台主机的路由表，该主机有一个有线网卡(BroadCom)和一个无线网卡(Intel)，接口编号分别为0x10003和0x10004。无线接口为活动接口，其IP地址、子网掩码和默认网关分别为192.168.2.101、255.255.255.0、192.168.2.1。<br>
<img 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AARW3/xFHs6v8wc0ex+bH/DkH/gnX/0KVz/4VFz/APHKP+HIP/BOv/oUrn/wqLn/AOOV+k//AAxP8Hv+iX+Af/BFbf8AxFH/AAxP8Hv+iX+Af/BFbf8AxFHs6v8AMHNHsfmx/wAOQf8AgnX/ANClc/8AhUXP/wAco/4cg/8ABOv/AKFK5/8ACouf/jlfpP8A8MT/AAe/6Jf4B/8ABFbf/EUf8MT/AAe/6Jf4B/8ABFbf/EUezq/zBzR7H5sf8OQf+Cdf/QpXP/hUXP8A8co/4cg/8E6/+hSuf/Couf8A45X6T/8ADE/we/6Jf4B/8EVt/wDEUf8ADE/we/6Jf4B/8EVt/wDEUezq/wAwc0ex+bH/AA5B/wCCdf8A0KVz/wCFRc//AByj/hyD/wAE6/8AoUrn/wAKi5/+OV+k/wDwxP8AB7/ol/gH/wAEVt/8RR/wxP8AB7/ol/gH/wAEVt/8RR7Or/MHNHsfmx/w5B/4J1/9Clc/+FRc/wDxyj/hyD/wTr/6FK5/8Ki5/wDjlfpP/wAMT/B7/ol/gH/wRW3/AMRR/wAMT/B7/ol/gH/wRW3/AMRR7Or/ADBzR7H5sf8ADkH/AIJ1/wDQpXP/AIVFz/8AHKP+HIP/AATr/wChSuf/AAqLn/45X6T/APDE/wAHv+iX+Af/AARW3/xFH/DE/wAHv+iX+Af/AARW3/xFHs6v8wc0ex+bH/DkH/gnX/0KVz/4VFz/APHKP+HIP/BOv/oUrn/wqLn/AOOV+k//AAxP8Hv+iX+Af/BFbf8AxFH/AAxP8Hv+iX+Af/BFbf8AxFHs6v8AMHNHsfmx/wAOQf8AgnX/ANClc/8AhUXP/wAco/4cg/8ABOv/AKFK5/8ACouf/jlfpP8A8MT/AAe/6Jf4B/8ABFbf/EUf8MT/AAe/6Jf4B/8ABFbf/EUezq/zBzR7H5sf8OQf+Cdf/QpXP/hUXP8A8co/4cg/8E6/+hSuf/Couf8A45X6T/8ADE/we/6Jf4B/8EVt/wDEUf8ADE/we/6Jf4B/8EVt/wDEUezq/wAwc0ex+bH/AA5B/wCCdf8A0KVz/wCFRc//AByj/hyD/wAE6/8AoUrn/wAKi5/+OV+k/wDwxP8AB7/ol/gH/wAEVt/8RR/wxP8AB7/ol/gH/wAEVt/8RR7Or/MHNHsfmx/w5B/4J1/9Clc/+FRc/wDxyj/hyD/wTr/6FK5/8Ki5/wDjlfpP/wAMT/B7/ol/gH/wRW3/AMRR/wAMT/B7/ol/gH/wRW3/AMRR7Or/ADBzR7H5sf8ADkH/AIJ1/wDQpXP/AIVFz/8AHKP+HIP/AATr/wChSuf/AAqLn/45X6T/APDE/wAHv+iX+Af/AARW3/xFH/DE/wAHv+iX+Af/AARW3/xFHs6v8wc0ex+bH/DkH/gnX/0KVz/4VFz/APHKP+HIP/BOv/oUrn/wqLn/AOOV+k//AAxP8Hv+iX+Af/BFbf8AxFH/AAxP8Hv+iX+Af/BFbf8AxFHs6v8AMHNHsfmx/wAOQf8AgnX/ANClc/8AhUXP/wAco/4cg/8ABOv/AKFK5/8ACouf/jlfpP8A8MT/AAe/6Jf4B/8ABFbf/EUf8MT/AAe/6Jf4B/8ABFbf/EUezq/zBzR7H5sf8OQf+Cdf/QpXP/hUXP8A8co/4cg/8E6/+hSuf/Couf8A45X6T/8ADE/we/6Jf4B/8EVt/wDEUf8ADE/we/6Jf4B/8EVt/wDEUezq/wAwc0ex+bH/AA5B/wCCdf8A0KVz/wCFRc//AByj/hyD/wAE6/8AoUrn/wAKi5/+OV+k/wDwxP8AB7/ol/gH/wAEVt/8RR/wxP8AB7/ol/gH/wAEVt/8RR7Or/MHNHsfmx/w5B/4J1/9Clc/+FRc/wDxyj/hyD/wTr/6FK5/8Ki5/wDjlfpP/wAMT/B7/ol/gH/wRW3/AMRR/wAMT/B7/ol/gH/wRW3/AMRR7Or/ADBzR7H5sf8ADkH/AIJ1/wDQpXP/AIVFz/8AHKP+HIP/AATr/wChSuf/AAqLn/45X6T/APDE/wAHv+iX+Af/AARW3/xFH/DE/wAHv+iX+Af/AARW3/xFHs6v8wc0ex+bH/DkH/gnX/0KVz/4VFz/APHKP+HIP/BOv/oUrn/wqLn/AOOV+k//AAxP8Hv+iX+Af/BFbf8AxFH/AAxP8Hv+iX+Af/BFbf8AxFHs6v8AMHNHsfmx/wAOQf8AgnX/ANClc/8AhUXP/wAco/4cg/8ABOv/AKFK5/8ACouf/jlfpP8A8MT/AAe/6Jf4B/8ABFbf/EUf8MT/AAe/6Jf4B/8ABFbf/EUezq/zBzR7H5sf8OQf+Cdf/QpXP/hUXP8A8co/4cg/8E6/+hSuf/Couf8A45X6T/8ADE/we/6Jf4B/8EVt/wDEUf8ADE/we/6Jf4B/8EVt/wDEUezq/wAwc0ex+bH/AA5B/wCCdf8A0KVz/wCFRc//AByj/hyD/wAE6/8AoUrn/wAKi5/+OV+k/wDwxP8AB7/ol/gH/wAEVt/8RR/wxP8AB7/ol/gH/wAEVt/8RR7Or/MHNHsfCnwD/wCCbf7Ef7MGvahqfgaw1PQbzVrQ2N28Pii4PnwlgxQ5kPGQD+Fel/8ACl/2Y/8An+1f/wAKOX/4uvqD/hif4Pf9Ev8AAP8A4Irb/wCIo/4Yn+D3/RL/AAD/AOCK2/8AiKh4ebd219wcyPl//hS/7Mf/AD/av/4Ucv8A8XXdfC/xh8FvgV4E13RPB2px2aa9L9ouGutR+0GSXGASzEnpXs3/AAxP8Hv+iX+Af/BFbf8AxFH/AAxP8Hv+iX+Af/BFbf8AxFL6tLuvuDnR5J/wSolSfwX8UHjdJEfxxcFWRshh9jtOhor6L+Hvws8NfCXSJdP8L6Bo/h2xnmNxLb6bZx20ckhAUuVQAFsKoz1wo9KK6oR5YqJDd3c//9k="><br>
--下一跳(Gateway)：直连网(接口IP地址)或环回网络（127.0.0.1，即自己）。<br>
--接口(interface): 发往某个接口(接口IP地址)或环回接口(127.0.0.1)<br>
--最长匹配原则:多项匹配且子网掩码一样长时，选择metric最小的，<br>
如果metric也一样，则同时转发到这些网络。<br>
当要发送的IP数据报的目的地址分别匹配路由表的第1~8项时，其含义为：<br>
（1）<input id=_432-1_ name=_432-1_ class="input midtext" type=text value=发给默认网关 readonly><br>
（2）<input id=_432-2_ name=_432-2_ class="input midtext" type=text value=发给环回网络（自己） readonly><br>
（3）<input id=_432-3_ name=_432-3_ class="input midtext" type=text value=发给无线网络中的主机 readonly><br>
（4）<input id=_432-4_ name=_432-4_ class="input midtext" type=text value=发给环回网络（自己） readonly><br>
（5）<input id=_432-5_ name=_432-5_ class="input midtext" type=text value=在无线网络中进行(远程)广播 readonly><br>
（6）<input id=_432-6_ name=_432-6_ class="input midtext" type=text value=在无线网络中进行多播 readonly><br>
（7）<input id=_432-7_ name=_432-7_ class="input midtext" type=text value=在无线网络中进行广播 readonly><br>
（8）<input id=_432-8_ name=_432-8_ class="input midtext" type=text value=在有线网络中进行广播 readonly><br>
可选项：<br>
在无线网络中进行多播<br>
发给无线网络中的主机<br>
在有线网络中进行广播<br>
在无线网络中进行(远程)广播<br>
在无线网络中进行广播<br>
发给默认网关<br>
发给环回网络（自己）<br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
发给默认网关
发给环回网络（自己）
发给无线网络中的主机
发给环回网络（自己）
在无线网络中进行广播
在无线网络中进行多播
在无线网络中进行广播
在有线网络中进行广播
</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_432>[2]</span></a> <a href=# class=sayQues>踩<span id=badcnt_432>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_432>[9]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>34. 用什么办法可以确定一个IP地址在一个以太网中没有(正在)被用?<br>
<textarea id=_433-1_ name=_433-1_ class="input mytextarea" readonly>发送ARP请求，查询该IP地址的MAC地址。在不考虑防火墙等其他特殊因素的情况下，若没有收到响应则代表该IP地址没有被使用。</textarea><br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
用ARP协议去查询该IP地址(发送ARP请求)，没有响应该IP表示没有被用
Explanation:
ping可能被防火墙过滤掉，而ARP不会</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_433>[1]</span></a> <a href=# class=sayQues>踩<span id=badcnt_433>[3]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_433>[0]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>35. ping可以在子网中产生一个广播帧，请给出并解释方法。<br>
<textarea id=_434-1_ name=_434-1_ class="input mytextarea" readonly>有两种常见方法。
1.ping该子网的广播IP地址（主机号的二进制位全1）。由于广播IP对应广播MAC地址，所以可以在子网中产生广播帧。
2.ping子网中某个不存在的IP地址。由于该地址不存在，则它不可能存在于当前主机的ARP缓存中，那么主机将会对外发送ARP请求，这样也可以产生广播帧。</textarea><br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
ping本网一个不存在的IP地址，因为ARP映射表中肯定没有，所以会发送ARP请求。ARP请求就是广播帧。或者直接ping对本网的广播，例如：ping 192.168.1.255。这个ICMP消息会用广播帧封装。
Explanation:
ping非本网的IP地址，会匹配默认网关，而默认网关的MAC地址可能已缓存。</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_434>[0]</span></a> <a href=# class=sayQues>踩<span id=badcnt_434>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_434>[1]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>36. 一台路由器连接两个子网（以太网）: N1-[R1]-N2。如果一台主机从一个子网移到另一个子网，并修改为另一个子网的IP地址，如何增加路由器的功能使这台主机还可以接收到用原IP地址发给它的数据报？<br>
<textarea id=_435-1_ name=_435-1_ class="input mytextarea" readonly>代理ARP。
假如一台主机（称它为“主机A”）从N1移动到N2，那么可以在路由器R1上配置代理ARP，当N1中产生对主机A原IP的ARP请求时，路由器R1负责响应该请求，并把R1自己的MAC地址发回去。这样，对于N1中的设备来说，一切发往主机A原IP的数据包都将发给路由器R1，路由器R1再负责将这些数据包转发给在N2中的移动后的主机A即可。</textarea><br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
利用ARP协议，当其它主机在N1查询该主机的原IP地址的MAC地址时，R1要用自己的MAC地址进行响应。其它主机就会把IP数据报用帧发给R1，R1再转给该主机(位于N2中)。具体可查ARP代理</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_435>[5]</span></a> <a href=# class=sayQues>踩<span id=badcnt_435>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_435>[5]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>37. 用一个交换机连接主机H1和H2。H1如何可以窃听到本网络中任何发给H2的帧?<br>
<textarea id=_436-1_ name=_436-1_ class="input mytextarea" readonly>ARP欺骗。
H1向直连网中发送伪造的ARP请求，请求内容是H1自己的MAC地址和H2的IP地址。这样直连网中的其它设备就会认为H2的IP地址对应H1的MAC地址，发送给H2的IP数据报会被封装成发往H1的帧。
另一方面，H1要时刻监听网络中其他主机发出的的ARP请求，如果发现请求的IP为H2的，那么立即用自己的MAC地址进行响应。</textarea><br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
对任何用H2的IP地址查询H2的MAC地址的ARP请求，H1都要尽快用自己的MAC地址发出ARP响应。H1也可以用H2的IP地址和自己的MAC地址进行主动查询。
Explanation:
这个题目不很清楚，正确的应该是“H1如何可以窃听到本网络中任何发给H2的IP数据报?”</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_436>[3]</span></a> <a href=# class=sayQues>踩<span id=badcnt_436>[3]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_436>[2]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>38. 如果一个路由器连接了两个以太网，如何采用DHCP协议让这两个以太网可以共用一个DHCP服务器？<br>
<textarea id=_437-1_ name=_437-1_ class="input mytextarea" readonly>将路由器作为DHCP中继代理，并使该DHCP服务器拥有这两个以太网的地址池。
对于和该DHCP服务器在同一个以太网中的主机，它们可以直接按照正常步骤经过discover、offer、request、ack四个步骤租赁IP地址。
对于和该DHCP服务器不在同一个以太网中的主机，它们将把路由器视为“DHCP服务器”，然而事实上这个路由器的作用只是中继，它会作为代理转发主机和另一个以太网中的DHCP服务器之间的DHCP数据报。</textarea><br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
这里假设DHCP服务器只能接入其中一个子网，并具有两个子网的地址池可分配，路由器作为DHCP中继代理：
当另一个子网的DHCP客户机广播请求地址租赁时，中继代理服务器就会把这个消息转发给另一子网中的DHCP 服务器，然后再将DHCP服务器返回的分配IP地址的消息转发给DHCP客户机，从而协助DHCP客户机完成地址租赁。
DHCP服务器要根据DHCP中继代理给出的子网信息确定分配给客户机哪个子网的地址。</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_437>[0]</span></a> <a href=# class=sayQues>踩<span id=badcnt_437>[2]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_437>[9]</span></a> <a href=# class=sayQues>问老师</a></p>
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<p class=question>39. 当一台主机要向远方的另一台主机发送很多数据报。如果它希望这些数据报中途不要分段以节约路由器的时间，这就要找到路径上最小的MTU，有何方法？假设这段时间该路径不会改变。<br>
<textarea id=_438-1_ name=_438-1_ class="input mytextarea" readonly>向目的主机依次发送多个数据报，都要设置DF=1（不允许分段），然后先将有效载荷设为一个比较大的数值，这时源主机无法收到响应。然后每次减小1字节，直到减小到某个特定的数值源主机可以收到确认相应，则这个数值就是路径上的最小的MTU。</textarea><br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
Ping远端主机，每个数据报的DF均设置为1（即不允许分段），ICMP有效载荷的字节数从大到小变化，直到得到响应。也可以直接发送数据报而不用ping。</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_438>[3]</span></a> <a href=# class=sayQues>踩<span id=badcnt_438>[1]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_438>[1]</span></a> <a href=# class=sayQues>问老师</a></p>
<p class=question>40. 一台主机往远方的另一台主机发送数据报。如何可以通过数据报的TTL字段和ICMP协议依次（由近至远）得到整条路径上的路由器的IP地址（每个路由器只需要得到一个IP地址）? 假设这段时间该路径不会改变。<br>
<textarea id=_439-1_ name=_439-1_ class="input mytextarea" readonly>①ping目的主机，将ICMP包的TTL值设为1，可以得到路径上第一个路由器的地址；
②ping目的主机，将ICMP包的TTL值设为2，可以得到路径上第二个路由器的地址；
③......
不断增加TTL的值并发送ICMP包，即可获取路径上所有路由器的地址。</textarea><br><span class=quespoints>(4 points)</span><br><br><br><span>未批改</span><br><textarea rows=10 cols=20 readonly>Answer:
不断ping另一台主机，并且TTL从1开始不断增加。查traceroute命令。</textarea><br><a href=# class=sayQues>赞<span id=goodcnt_439>[2]</span></a> <a href=# class=sayQues>踩<span id=badcnt_439>[0]</span></a> <a href=# class=sayQues>求讲解<span id=explaincnt_439>[2]</span></a> <a href=# class=sayQues>问老师</a></p></div><div class=buttons> <input type=button class=hwdo_exit name=__exit__ id=__exit2__ value=退出><span id=readonly style=display:none></span></div></div><br>
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