TCP/IP: Unterschied zwischen den Versionen
Thomas (Diskussion | Beiträge) |
Thomas (Diskussion | Beiträge) |
||
| Zeile 1: | Zeile 1: | ||
| + | <!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"><html><head><meta http-equiv="content-type" content="text/html; charset=utf-8"><title></title><meta name="generator" content="LibreOffice 4.2.7.2 (Linux)"><meta name="created" content="20060614;150116000000000"><meta name="changed" content="20060620;152808000000000"><meta name="Info 1" content=""><meta name="sdfootnote" content=";;;;P"><meta name="sdendnote" content="ARABIC"><style type="text/css"><!-- | ||
| + | @page { margin: 2cm } | ||
| + | th p { font-style: italic } | ||
| + | --></style></head><body lang="en-US" dir="ltr" style="background: transparent"><p align="center" style="margin-bottom: 0cm"> | ||
| + | <p align="center" style="margin-bottom: 0cm"> | ||
| + | <p align="center" style="margin-bottom: 0cm"> | ||
| + | <p align="center" style="margin-bottom: 0cm"> | ||
| + | <p align="center" style="margin-bottom: 0cm"> | ||
| + | <p align="center" style="margin-bottom: 0cm"><font size="5" style="font-size: 18pt">ZWF</font><p align="center" style="margin-bottom: 0cm"> | ||
| + | <p align="center" style="margin-bottom: 0cm"><font size="6" style="font-size: 28pt">TCP/IP | ||
| + | Klausur</font><p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p align="center" style="margin-bottom: 0cm">DOZENT : THOMAS WILL<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p align="center" style="margin-bottom: 0cm"> | ||
| + | <p align="center" style="margin-bottom: 0cm"><font size="4" style="font-size: 14pt">Zeit | ||
| + | : 75 min </font><p align="center" style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | |||
| + | {| width="100%" cellpadding="4" cellspacing="0"<col width="147*"><col width="54*"><col width="55*"> | ||
| + | ! ead | | ||
| + | |- valign="top" | ||
| + | ! width="57%" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; padding-top: 0.1cm; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm" | | ||
| + | Name | ||
| + | ! width="21%" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; padding-top: 0.1cm; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm" | | ||
| + | Punkte | ||
| + | ! width="22%" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | Note</thead><tbody> | ||
| + | |- valign="top" | ||
| + | | width="57%" style="border-top: none; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; padding-top: 0cm; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm" | | ||
| + | |||
| + | | width="21%" style="border-top: none; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; padding-top: 0cm; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm" | | ||
| + | |||
| + | | width="22%" style="border-top: none; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; padding-top: 0cm; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm" | | ||
| + | |||
| + | </tbody> | ||
| + | |}<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm; page-break-before: always"> Informationen<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">IP Header | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"><img src="data:image/png;base64,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" name="Grafik4" align="left" width="510" height="283" border="0"><br clear="left"> | ||
| + | |||
| + | |||
| + | |||
| + | TCP-Header<p style="margin-bottom: 0cm"><img src="data:image/png;base64,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" name="Graphic1" align="left" width="510" height="283" border="0"><br clear="left"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | |||
| + | |||
| + | 1. Was versteht man | ||
| + | unter einem RFC?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. Request for Comments | ||
| + | b. | ||
| + | Resource for Comunication | ||
| + | c. Routing Forward Controll<p style="margin-bottom: 0cm"> d. Record for Controll<p style="margin-bottom: 0cm"> e. Rest for C<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">2. Welche Schichten gehören zum | ||
| + | OSI-Referenzmodell (mehrere Antworten richtig)?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. Anwendungschicht<p style="margin-bottom: 0cm"> b. Transportschicht<p style="margin-bottom: 0cm"> c. Routingschicht<p style="margin-bottom: 0cm"> d. Sicherungschicht<p style="margin-bottom: 0cm"> e. Netzhautschicht<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">3. Aus wievielen Schichten besteht das | ||
| + | TCP/IP Referenzmodell?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. 3<p style="margin-bottom: 0cm"> b. 4 | ||
| + | c. 5<p style="margin-bottom: 0cm"> d. 6<p style="margin-bottom: 0cm"> e. 7 | ||
| + | |||
| + | 4. Welche Schicht gehört | ||
| + | nicht zum TCP/IP Referenzmodell? | ||
| + | |||
| + | <p style="margin-bottom: 0cm"> a. Applikationsschicht (application | ||
| + | layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer) | ||
| + | |||
| + | 5. Welcher | ||
| + | Schicht im TCP/IP Referenzmodell kann man Ethernet II zuordnen?<p style="margin-bottom: 0cm"> | ||
| + | a. Applikationsschicht | ||
| + | (application layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer) | ||
| + | |||
| + | <p style="margin-bottom: 0cm">6. Welcher Schicht im TCP/IP | ||
| + | Referenzmodell kann man ARP zuordnen?<p style="margin-bottom: 0cm"> | ||
| + | a. Applikationsschicht | ||
| + | (application layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer) | ||
| + | 7. Welcher Schicht | ||
| + | im TCP/IP Referenzmodell kann man IP zuordnen?<p style="margin-bottom: 0cm"> | ||
| + | a. Applikationsschicht | ||
| + | (application layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer) | ||
| + | |||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">8. Welcher Schicht im TCP/IP | ||
| + | Referenzmodell kann man FTP zuordnen?<p style="margin-bottom: 0cm"> | ||
| + | a. Applikationsschicht | ||
| + | (application layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer) | ||
| + | |||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">9. Welcher Schicht im TCP/IP | ||
| + | Referenzmodell kann man TCP zuordnen?<p style="margin-bottom: 0cm"> | ||
| + | a. Applikationsschicht | ||
| + | (application layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer) | ||
| + | |||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">10. Welcher Schicht im TCP/IP | ||
| + | Referenzmodell kann man UDP zuordnen?<p style="margin-bottom: 0cm"> | ||
| + | a. Applikationsschicht | ||
| + | (application layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer) | ||
| + | |||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">11. Welcher Schicht im TCP/IP | ||
| + | Referenzmodell kann man HTTP zuordnen?<p style="margin-bottom: 0cm"> | ||
| + | a. Applikationsschicht | ||
| + | (application layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer) | ||
| + | |||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm; page-break-before: always">12. Welcher | ||
| + | Schicht im TCP/IP Referenzmodell kann man ICMP zuordnen?<p style="margin-bottom: 0cm"> | ||
| + | a. Applikationsschicht | ||
| + | (application layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer) | ||
| + | |||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">13. Welche Schicht ist für dafür | ||
| + | zuständig IP Pakete richtig zuzustellen?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. Applikationsschicht (application | ||
| + | layer) | ||
| + | b. Transportschicht (transport layer) | ||
| + | c. | ||
| + | Internetschicht (internet layer)<p style="margin-bottom: 0cm"> d. Darstellungsschicht (presentation | ||
| + | layer) | ||
| + | e. Netzwerkschicht (network layer)<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">14. Wie bezeichnet man die Daten auf | ||
| + | der Netzwerkschicht ?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. stream<p style="margin-bottom: 0cm"> b segment | ||
| + | c. datagram | ||
| + | d. | ||
| + | frame | ||
| + | e. message<p style="margin-bottom: 0cm"> f. packet | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">15. Wie bezeichnet man die Daten auf | ||
| + | der Internetschicht ?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. stream<p style="margin-bottom: 0cm"> b segment | ||
| + | c. datagram | ||
| + | d. | ||
| + | frame | ||
| + | e. message<p style="margin-bottom: 0cm"> f. packet | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm; page-break-before: always">16. Welches | ||
| + | ist die maximale Grösse eines Ethernetframes?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. 1492<p style="margin-bottom: 0cm"> b. 1496 <p style="margin-bottom: 0cm"> c. 1498<p style="margin-bottom: 0cm"> d. 1500<p style="margin-bottom: 0cm"> e. 1518<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm">17. Welche Felder sind Bestandteil des | ||
| + | Ethernetheaders (mehrere Antworten richtig)?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. Destination Mac Address | ||
| + | b. | ||
| + | Source Mac Address<p style="margin-bottom: 0cm"> c. Fragment Offset | ||
| + | d. | ||
| + | Acknowledgenumber<p style="margin-bottom: 0cm"> e. Type Field | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> | ||
| + | |||
| + | 18. Welche Funktion hat das TTL | ||
| + | Feld? | ||
| + | |||
| + | a. Es verhindert, daß ein Paket endlos in einem Netz | ||
| + | umherwandert.<p style="margin-bottom: 0cm"> b. Zeigt die Lebenszeit des Paketes in | ||
| + | Sekunden an | ||
| + | <p style="margin-bottom: 0cm"> c. Enthält die Nummer des | ||
| + | Transportprotokolls, an das das Paket weitergeleitet werden muß.<p style="margin-bottom: 0cm"> d. Kann zum Auffüllen von Bits | ||
| + | zwischen Optionen verwendet werden. | ||
| + | |||
| + | <p style="margin-bottom: 0cm">19. Welche Funktion hat das Don't | ||
| + | Fragment Bit?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. Es wird damit angezeigt das ein | ||
| + | weiteres Fragment folgt. | ||
| + | b. Es damit kann festgestelllt werden , | ||
| + | zu welchem Datengramm ein Fragment gehört.<p style="margin-bottom: 0cm"> c. Das Paket wird niemals fragmentiert | ||
| + | d. Es bezeichnet, an welcher Stelle relativ zum Beginn des | ||
| + | gesamten Datengramms ein Fragment gehört | ||
| + | |||
| + | <p style="margin-bottom: 0cm">20. Welche Funktion hat das More | ||
| + | Fragments Bit?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. Es wird damit angezeigt das ein | ||
| + | weiteres Fragment folgt. | ||
| + | b. Es damit kann festgestelllt werden , | ||
| + | zu welchem Datengramm ein Fragment gehört.<p style="margin-bottom: 0cm"> c. Das Paket wird niemals fragmentiert | ||
| + | d. Es bezeichnet, an welcher Stelle relativ zum Beginn des | ||
| + | gesamten Datengramms ein Fragment gehört<p style="page-break-before: always"><a name="identification"></a>21. | ||
| + | Welche Funktion hat das Identification Feld?<p style="margin-bottom: 0cm"> | ||
| + | <p style="margin-bottom: 0cm"> a. Es wird damit angezeigt das ein | ||
| + | weiteres Fragment folgt. | ||
| + | b. Es damit kann festgestelllt werden , | ||
| + | zu welchem Datengramm ein Fragment gehört.<p style="margin-bottom: 0cm"> c. Das Paket wird niemals fragmentiert | ||
| + | d. Es bezeichnet, an welcher Stelle relativ zum Beginn des | ||
| + | gesamten Datengramms ein Fragment gehört | ||
| + | 22. Die Protokollnummer 17 ist welchem Protokoll zugeordnet? | ||
| + | a. TCP | ||
| + | b. UDP | ||
| + | c. ICMP | ||
| + | d. HTTP | ||
| + | e. SMTP | ||
| + | 23. Welches sind private IP Adressen (mehrere Antworten | ||
| + | richtig)? | ||
| + | |||
| + | a. 192.168.232.1 | ||
| + | b. 10.1.1.1 | ||
| + | c. | ||
| + | 172.155.34.1 | ||
| + | d. 11.0.0.1 | ||
| + | e. 172.16.1234 | ||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | <p style="page-break-before: always">Arbeitsblatt 1 | ||
| + | Ein Rechner hat die IP Nummer 192.168.33.111 und die Netzwerkmaske | ||
| + | 255.255.255.0 | ||
| + | 24. Wie lautet die Netznummer? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | 25. Wie lautet der Broadcast? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | |||
| + | |||
| + | Ein Rechner hat die IP Nummer 172.16.133.111 und die Netzwerkmaske | ||
| + | 255.255.248.0 | ||
| + | 26. Wie lautet die Netznummer? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | 27. Wie lautet der Broadcast? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | 28. Wieviel Rechner können maximal an diesem Netz | ||
| + | angeschlossen sein? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | Ein Rechner hat die IP Nummer 10.176.133.111 und die | ||
| + | Netzwerkmaske 255.128.0.0 | ||
| + | 29. Wie lautet die Netznummer? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | 30. Wie lautet der Broadcast? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | 31. Wieviel Rechner können maximal an diesem Netz | ||
| + | angeschlossen sein? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | <p style="page-break-before: always">Arbeitsblatt 2 | ||
| + | Sie haben folgende Netze | ||
| + | a. 172.155.127.0/24 | ||
| + | b. 172.155.128.0/24 | ||
| + | c. | ||
| + | 172.155.129.0/24 | ||
| + | d. 172.155.130.0/24 | ||
| + | e. | ||
| + | 172.155.131.0/24 | ||
| + | f. 172.155.127.0/24 | ||
| + | |||
| + | 32. Welche | ||
| + | Netze können zusammengelegt werden wenn die Netzmaske 255.255.252.0 | ||
| + | lautet soll? | ||
| + | a. 172.155.127.0/24 | ||
| + | b. 172.155.128.0/24 | ||
| + | c. | ||
| + | 172.155.129.0/24 | ||
| + | d. 172.155.130.0/24 | ||
| + | e. | ||
| + | 172.155.131.0/24 | ||
| + | f. 172.155.127.0/24 | ||
| + | |||
| + | 33. Wie lautet die Netznummer? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | |||
| + | |||
| + | 34. Wie lautet der Broadcast? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | |||
| + | |||
| + | 35. Wieviel Rechner können maximal an diesem Netz | ||
| + | angeschlossen sein? | ||
| + | {| width="244" cellpadding="4" cellspacing="0"<col width="234"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="234" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | <p style="page-break-before: always">Arbeitsblatt 3 | ||
| + | <img src="data:image/png;base64,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" name="Graphic2" align="left" width="584" height="816" border="0"><br clear="left">Sie | ||
| + | haben folgendes Netz. Der Router nibbler ist eine Linux Rechner | ||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | 36. Wie wird auf dem Router nibbler die oberer | ||
| + | Netzwerkschnittstelle (eth0) konfigurtiert?<p style="margin-bottom: 0cm"> | ||
| + | |||
| + | {| width="641" cellpadding="4" cellspacing="0"<col width="631"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="631" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | |||
| + | 37. Wie wird auf dem Router nibbler die untere | ||
| + | Netzwerkschnittstelle (eth1) konfigurtiert?<p style="margin-bottom: 0cm"> | ||
| + | |||
| + | {| width="641" cellpadding="4" cellspacing="0"<col width="631"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="631" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | |||
| + | |||
| + | 38. Wie wird auf dem Router nibbler das IP Forwarding | ||
| + | eingeschaltet?<p style="margin-bottom: 0cm"> | ||
| + | |||
| + | {| width="641" cellpadding="4" cellspacing="0"<col width="631"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="631" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | |||
| + | 39. Wie wird auf dem Router nibbler die Defaultroute gesetzt?<p style="margin-bottom: 0cm"> | ||
| + | |||
| + | {| width="641" cellpadding="4" cellspacing="0"<col width="631"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="631" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | 40. Wie wird auf dem Router nibbler eine Netzroute ins LAN | ||
| + | gesetzt?<p style="margin-bottom: 0cm"> | ||
| + | |||
| + | {| width="641" cellpadding="4" cellspacing="0"<col width="631"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="631" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | <p style="page-break-before: always">41. Einem Echo Request sollte | ||
| + | ein ..... folgen | ||
| + | |||
| + | a. Echo Forward | ||
| + | b. Echo Backward | ||
| + | c. | ||
| + | Echo Reply | ||
| + | d. icmp dump | ||
| + | |||
| + | |||
| + | 42. Wie verläuft eine TCP Verbindungsaufbau (3 Wege Handshake) | ||
| + | bezüglich der Flags? | ||
| + | a. SYN/ACK - SYN/ACK - ACK | ||
| + | b. | ||
| + | ACK - ACK/SYN - ACK/SYN | ||
| + | c. | ||
| + | SYN - SYN/ACK - ACK | ||
| + | d.SYN - SYN - ACK | ||
| + | |||
| + | 43. Was gibt | ||
| + | die MTU an? | ||
| + | a. Maximale Grösse des TCP Packets | ||
| + | b. Maximale Grösse des | ||
| + | ICMP Packets | ||
| + | c. Maximale Grösse des UDP Packets | ||
| + | d. Maximale | ||
| + | Grösse des IP Packets | ||
| + | |||
| + | 44. Wärend einer Verbindung schickt | ||
| + | eine Server einem Client die Sequenznummer 88544711 | ||
| + | Der | ||
| + | Client betstätigt dies mit einer Acknowledgenummer 88545735. Wieviel | ||
| + | Byte wurden | ||
| + | übertragen? | ||
| + | a. 1000 | ||
| + | b. 1100 | ||
| + | c. kann man nicht sagen | ||
| + | d. 1023 | ||
| + | e. | ||
| + | 1024 | ||
| + | |||
| + | |||
| + | 45. Welches Protokoll ist dem Port 110 zugeordnet ? | ||
| + | a. http | ||
| + | b. ssh | ||
| + | c. smtp | ||
| + | d. domain | ||
| + | e. pop3 | ||
| + | |||
| + | <p style="page-break-before: always">46. Welches Protokoll ist dem | ||
| + | Port 80 zugeordnet ? | ||
| + | a. http | ||
| + | b. ssh | ||
| + | c. smtp | ||
| + | d. domain | ||
| + | e. pop3 | ||
| + | 47. Welches Protokoll ist dem Port 22 zugeordnet ? | ||
| + | a. http | ||
| + | b. ssh | ||
| + | c. smtp | ||
| + | d. domain | ||
| + | e. pop3 | ||
| + | 48. Welchen Zweck hat das PSH Flag? | ||
| + | a. Handelt eine Verbindung aus | ||
| + | b. Beendet eine Verbindung | ||
| + | |||
| + | c. Daten werden sofort an die oberer Schicht ausgeliefert. | ||
| + | d. | ||
| + | keine Ahnung | ||
| + | |||
| + | 49. Wie lautet der Filter bei tcpdump oder ethereal um alle Pakete | ||
| + | mit der IP 192.168.100.123 und | ||
| + | dem Port 80 mitzuschneiden?<p style="margin-bottom: 0cm"> | ||
| + | |||
| + | {| width="641" cellpadding="4" cellspacing="0"<col width="631"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="631" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | |||
| + | 50. Wie lautet der Filter bei tcpdump oder ethereal um alle Pakete | ||
| + | mit der IP 192.168.100.123 und | ||
| + | nicht dem Port 22 | ||
| + | mitzuschneiden? | ||
| + | {| width="641" cellpadding="4" cellspacing="0"<col width="631"> | ||
| + | ! ead | | ||
| + | |- | ||
| + | | width="631" valign="top" style="border: 1px solid #000000; padding: 0.1cm" | | ||
| + | |||
| + | </thead> | ||
| + | |} | ||
| + | <div title="footer"><p align="left" style="margin-top: 0.5cm; margin-bottom: 0cm">http://www.xinux.de <sdfield type=PAGE subtype=RANDOM format=PAGE>13</sdfield>/<sdfield type=DOCSTAT subtype=PAGE format=PAGE>13</sdfield></div></body></html> | ||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
| + | |||
=Was versteht man unter einem RFC?= | =Was versteht man unter einem RFC?= | ||
#Request for Comments | #Request for Comments | ||
Version vom 15. April 2015, 09:37 Uhr
<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"><html><head><meta http-equiv="content-type" content="text/html; charset=utf-8"><title></title><meta name="generator" content="LibreOffice 4.2.7.2 (Linux)"><meta name="created" content="20060614;150116000000000"><meta name="changed" content="20060620;152808000000000"><meta name="Info 1" content=""><meta name="sdfootnote" content=";;;;P"><meta name="sdendnote" content="ARABIC"><style type="text/css"></style></head><body lang="en-US" dir="ltr" style="background: transparent">
ZWF
TCP/IP Klausur
DOZENT : THOMAS WILL
Zeit
- 75 min
|
Name |
Punkte |
Note</thead><tbody> |
|---|---|---|
|
</tbody> |
Informationen
IP Header
<img src="data:image/png;base64,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" name="Grafik4" align="left" width="510" height="283" border="0">
TCP-Header
<img src="data:image/png;base64,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" name="Graphic1" align="left" width="510" height="283" border="0">
1. Was versteht man unter einem RFC?
a. Request for Comments b. Resource for Comunication c. Routing Forward Controll
d. Record for Controll
e. Rest for C
2. Welche Schichten gehören zum OSI-Referenzmodell (mehrere Antworten richtig)?
a. Anwendungschicht
b. Transportschicht
c. Routingschicht
d. Sicherungschicht
e. Netzhautschicht
3. Aus wievielen Schichten besteht das TCP/IP Referenzmodell?
a. 3
b. 4 c. 5
d. 6
e. 7 4. Welche Schicht gehört nicht zum TCP/IP Referenzmodell?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer) 5. Welcher Schicht im TCP/IP Referenzmodell kann man Ethernet II zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
6. Welcher Schicht im TCP/IP Referenzmodell kann man ARP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer) 7. Welcher Schicht im TCP/IP Referenzmodell kann man IP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
8. Welcher Schicht im TCP/IP Referenzmodell kann man FTP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
9. Welcher Schicht im TCP/IP Referenzmodell kann man TCP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
10. Welcher Schicht im TCP/IP Referenzmodell kann man UDP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
11. Welcher Schicht im TCP/IP Referenzmodell kann man HTTP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
12. Welcher Schicht im TCP/IP Referenzmodell kann man ICMP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
13. Welche Schicht ist für dafür zuständig IP Pakete richtig zuzustellen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer)
d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
14. Wie bezeichnet man die Daten auf der Netzwerkschicht ?
a. stream
b segment c. datagram d. frame e. message
f. packet
15. Wie bezeichnet man die Daten auf der Internetschicht ?
a. stream
b segment c. datagram d. frame e. message
f. packet
16. Welches ist die maximale Grösse eines Ethernetframes?
a. 1492
b. 1496
c. 1498
d. 1500
e. 1518
17. Welche Felder sind Bestandteil des Ethernetheaders (mehrere Antworten richtig)?
a. Destination Mac Address b. Source Mac Address
c. Fragment Offset d. Acknowledgenumber
e. Type Field
18. Welche Funktion hat das TTL Feld? a. Es verhindert, daß ein Paket endlos in einem Netz umherwandert.
b. Zeigt die Lebenszeit des Paketes in Sekunden an
c. Enthält die Nummer des Transportprotokolls, an das das Paket weitergeleitet werden muß.
d. Kann zum Auffüllen von Bits zwischen Optionen verwendet werden.
19. Welche Funktion hat das Don't Fragment Bit?
a. Es wird damit angezeigt das ein weiteres Fragment folgt. b. Es damit kann festgestelllt werden , zu welchem Datengramm ein Fragment gehört.
c. Das Paket wird niemals fragmentiert d. Es bezeichnet, an welcher Stelle relativ zum Beginn des gesamten Datengramms ein Fragment gehört
20. Welche Funktion hat das More Fragments Bit?
a. Es wird damit angezeigt das ein weiteres Fragment folgt. b. Es damit kann festgestelllt werden , zu welchem Datengramm ein Fragment gehört.
c. Das Paket wird niemals fragmentiert d. Es bezeichnet, an welcher Stelle relativ zum Beginn des gesamten Datengramms ein Fragment gehört
<a name="identification"></a>21. Welche Funktion hat das Identification Feld?
a. Es wird damit angezeigt das ein weiteres Fragment folgt. b. Es damit kann festgestelllt werden , zu welchem Datengramm ein Fragment gehört.
c. Das Paket wird niemals fragmentiert d. Es bezeichnet, an welcher Stelle relativ zum Beginn des gesamten Datengramms ein Fragment gehört 22. Die Protokollnummer 17 ist welchem Protokoll zugeordnet? a. TCP b. UDP c. ICMP d. HTTP e. SMTP 23. Welches sind private IP Adressen (mehrere Antworten richtig)? a. 192.168.232.1 b. 10.1.1.1 c. 172.155.34.1 d. 11.0.0.1 e. 172.16.1234
Arbeitsblatt 1 Ein Rechner hat die IP Nummer 192.168.33.111 und die Netzwerkmaske 255.255.255.0 24. Wie lautet die Netznummer?
|
</thead> |
25. Wie lautet der Broadcast?
|
</thead> |
Ein Rechner hat die IP Nummer 172.16.133.111 und die Netzwerkmaske 255.255.248.0 26. Wie lautet die Netznummer?
|
</thead> |
27. Wie lautet der Broadcast?
|
</thead> |
28. Wieviel Rechner können maximal an diesem Netz angeschlossen sein?
|
</thead> |
Ein Rechner hat die IP Nummer 10.176.133.111 und die Netzwerkmaske 255.128.0.0 29. Wie lautet die Netznummer?
|
</thead> |
30. Wie lautet der Broadcast?
|
</thead> |
31. Wieviel Rechner können maximal an diesem Netz angeschlossen sein?
|
</thead> |
Arbeitsblatt 2 Sie haben folgende Netze a. 172.155.127.0/24 b. 172.155.128.0/24 c. 172.155.129.0/24 d. 172.155.130.0/24 e. 172.155.131.0/24 f. 172.155.127.0/24 32. Welche Netze können zusammengelegt werden wenn die Netzmaske 255.255.252.0 lautet soll? a. 172.155.127.0/24 b. 172.155.128.0/24 c. 172.155.129.0/24 d. 172.155.130.0/24 e. 172.155.131.0/24 f. 172.155.127.0/24 33. Wie lautet die Netznummer?
|
</thead> |
34. Wie lautet der Broadcast?
|
</thead> |
35. Wieviel Rechner können maximal an diesem Netz angeschlossen sein?
|
</thead> |
Arbeitsblatt 3
<img src="data:image/png;base64,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" name="Graphic2" align="left" width="584" height="816" border="0">
Sie
haben folgendes Netz. Der Router nibbler ist eine Linux Rechner
36. Wie wird auf dem Router nibbler die oberer
Netzwerkschnittstelle (eth0) konfigurtiert?
|
</thead> |
37. Wie wird auf dem Router nibbler die untere
Netzwerkschnittstelle (eth1) konfigurtiert?
|
</thead> |
38. Wie wird auf dem Router nibbler das IP Forwarding
eingeschaltet?
|
</thead> |
39. Wie wird auf dem Router nibbler die Defaultroute gesetzt?
|
</thead> |
40. Wie wird auf dem Router nibbler eine Netzroute ins LAN
gesetzt?
|
</thead> |
41. Einem Echo Request sollte ein ..... folgen a. Echo Forward b. Echo Backward c. Echo Reply d. icmp dump 42. Wie verläuft eine TCP Verbindungsaufbau (3 Wege Handshake) bezüglich der Flags? a. SYN/ACK - SYN/ACK - ACK b. ACK - ACK/SYN - ACK/SYN c. SYN - SYN/ACK - ACK d.SYN - SYN - ACK 43. Was gibt die MTU an? a. Maximale Grösse des TCP Packets b. Maximale Grösse des ICMP Packets c. Maximale Grösse des UDP Packets d. Maximale Grösse des IP Packets 44. Wärend einer Verbindung schickt eine Server einem Client die Sequenznummer 88544711 Der Client betstätigt dies mit einer Acknowledgenummer 88545735. Wieviel Byte wurden übertragen? a. 1000 b. 1100 c. kann man nicht sagen d. 1023 e. 1024 45. Welches Protokoll ist dem Port 110 zugeordnet ? a. http b. ssh c. smtp d. domain e. pop3
46. Welches Protokoll ist dem Port 80 zugeordnet ? a. http b. ssh c. smtp d. domain e. pop3 47. Welches Protokoll ist dem Port 22 zugeordnet ? a. http b. ssh c. smtp d. domain e. pop3 48. Welchen Zweck hat das PSH Flag? a. Handelt eine Verbindung aus b. Beendet eine Verbindung c. Daten werden sofort an die oberer Schicht ausgeliefert. d. keine Ahnung 49. Wie lautet der Filter bei tcpdump oder ethereal um alle Pakete mit der IP 192.168.100.123 und dem Port 80 mitzuschneiden?
|
</thead> |
50. Wie lautet der Filter bei tcpdump oder ethereal um alle Pakete mit der IP 192.168.100.123 und
nicht dem Port 22
mitzuschneiden?
|
</thead> |
http://www.xinux.de <sdfield type=PAGE subtype=RANDOM format=PAGE>13</sdfield>/<sdfield type=DOCSTAT subtype=PAGE format=PAGE>13</sdfield>
</body></html>
Was versteht man unter einem RFC?
- Request for Comments
- Resource for Comunication
- Routing Forward Controll
- Record for Controll
- Rest for C
2. Welche Schichten gehören zum OSI-Referenzmodell (mehrere Antworten richtig)?
a. Anwendungschicht b. Transportschicht c. Routingschicht d. Sicherungschicht e. Netzhautschicht
3. Aus wievielen Schichten besteht das TCP/IP Referenzmodell?
a. 3 b. 4 c. 5 d. 6 e. 7
4. Welche Schicht gehört nicht zum TCP/IP Referenzmodell?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
5. Welcher Schicht im TCP/IP Referenzmodell kann man Ethernet II zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
6. Welcher Schicht im TCP/IP Referenzmodell kann man ARP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer) 7. Welcher Schicht im TCP/IP Referenzmodell kann man IP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
8. Welcher Schicht im TCP/IP Referenzmodell kann man FTP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
9. Welcher Schicht im TCP/IP Referenzmodell kann man TCP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
10. Welcher Schicht im TCP/IP Referenzmodell kann man UDP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
11. Welcher Schicht im TCP/IP Referenzmodell kann man HTTP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
12. Welcher Schicht im TCP/IP Referenzmodell kann man ICMP zuordnen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
13. Welche Schicht ist für dafür zuständig IP Pakete richtig zuzustellen?
a. Applikationsschicht (application layer) b. Transportschicht (transport layer) c. Internetschicht (internet layer) d. Darstellungsschicht (presentation layer) e. Netzwerkschicht (network layer)
14. Wie bezeichnet man die Daten auf der Netzwerkschicht ?
a. stream b segment c. datagram d. frame e. message f. packet
15. Wie bezeichnet man die Daten auf der Internetschicht ?
a. stream b segment c. datagram d. frame e. message f. packet
16. Welches ist die maximale Grösse eines Ethernetframes?
a. 1492 b. 1496 c. 1498 d. 1500 e. 1518
17. Welche Felder sind Bestandteil des Ethernetheaders (mehrere Antworten richtig)?
a. Destination Mac Address b. Source Mac Address c. Fragment Offset d. Acknowledgenumber e. Type Field
18. Welche Funktion hat das TTL Feld?
a. Es verhindert, daß ein Paket endlos in einem Netz umherwandert. b. Zeigt die Lebenszeit des Paketes in Sekunden an c. Enthält die Nummer des Transportprotokolls, an das das Paket weitergeleitet werden muß. d. Kann zum Auffüllen von Bits zwischen Optionen verwendet werden.
19. Welche Funktion hat das Don't Fragment Bit?
a. Es wird damit angezeigt das ein weiteres Fragment folgt. b. Es damit kann festgestelllt werden , zu welchem Datengramm ein Fragment gehört. c. Das Paket wird niemals fragmentiert d. Es bezeichnet, an welcher Stelle relativ zum Beginn des gesamten Datengramms ein Fragment gehört
20. Welche Funktion hat das More Fragments Bit?
a. Es wird damit angezeigt das ein weiteres Fragment folgt. b. Es damit kann festgestelllt werden , zu welchem Datengramm ein Fragment gehört. c. Das Paket wird niemals fragmentiert d. Es bezeichnet, an welcher Stelle relativ zum Beginn des gesamten Datengramms ein Fragment gehört 21. Welche Funktion hat das Identification Feld?
a. Es wird damit angezeigt das ein weiteres Fragment folgt. b. Es damit kann festgestelllt werden , zu welchem Datengramm ein Fragment gehört. c. Das Paket wird niemals fragmentiert d. Es bezeichnet, an welcher Stelle relativ zum Beginn des gesamten Datengramms ein Fragment gehört 22. Die Protokollnummer 17 ist welchem Protokoll zugeordnet? a. TCP b. UDP c. ICMP d. HTTP e. SMTP 23. Welches sind private IP Adressen (mehrere Antworten richtig)?
a. 192.168.232.1 b. 10.1.1.1 c. 172.155.34.1 d. 11.0.0.1 e. 172.16.1234
Arbeitsblatt 1 Ein Rechner hat die IP Nummer 192.168.33.111 und die Netzwerkmaske 255.255.255.0 24. Wie lautet die Netznummer?
25. Wie lautet der Broadcast?
Ein Rechner hat die IP Nummer 172.16.133.111 und die Netzwerkmaske 255.255.248.0 26. Wie lautet die Netznummer?
27. Wie lautet der Broadcast?
28. Wieviel Rechner können maximal an diesem Netz angeschlossen sein?
Ein Rechner hat die IP Nummer 10.176.133.111 und die Netzwerkmaske 255.128.0.0
29. Wie lautet die Netznummer?
30. Wie lautet der Broadcast?
31. Wieviel Rechner können maximal an diesem Netz angeschlossen sein?
Arbeitsblatt 2
Sie haben folgende Netze
a. 172.155.127.0/24
b. 172.155.128.0/24
c. 172.155.129.0/24
d. 172.155.130.0/24
e. 172.155.131.0/24
f. 172.155.127.0/24
32. Welche Netze können zusammengelegt werden wenn die Netzmaske 255.255.252.0 lautet soll?
a. 172.155.127.0/24
b. 172.155.128.0/24
c. 172.155.129.0/24
d. 172.155.130.0/24
e. 172.155.131.0/24
f. 172.155.127.0/24
33. Wie lautet die Netznummer?
34. Wie lautet der Broadcast?
35. Wieviel Rechner können maximal an diesem Netz angeschlossen sein?
Arbeitsblatt 3
Sie haben folgendes Netz. Der Router nibbler ist eine Linux Rechner
36. Wie wird auf dem Router nibbler die oberer Netzwerkschnittstelle (eth0) konfigurtiert?
37. Wie wird auf dem Router nibbler die untere Netzwerkschnittstelle (eth1) konfigurtiert?
38. Wie wird auf dem Router nibbler das IP Forwarding eingeschaltet?
39. Wie wird auf dem Router nibbler die Defaultroute gesetzt?
40. Wie wird auf dem Router nibbler eine Netzroute ins LAN gesetzt?
41. Einem Echo Request sollte ein ..... folgen
a. Echo Forward b. Echo Backward c. Echo Reply d. icmp dump
42. Wie verläuft eine TCP Verbindungsaufbau (3 Wege Handshake) bezüglich der Flags? a. SYN/ACK - SYN/ACK - ACK b. ACK - ACK/SYN - ACK/SYN c. SYN - SYN/ACK - ACK d.SYN - SYN - ACK
43. Was gibt die MTU an?
a. Maximale Grösse des TCP Packets
b. Maximale Grösse des ICMP Packets
c. Maximale Grösse des UDP Packets
d. Maximale Grösse des IP Packets
44. Wärend einer Verbindung schickt eine Server einem Client die Sequenznummer 88544711
Der Client betstätigt dies mit einer Acknowledgenummer 88545735. Wieviel Byte wurden
übertragen?
a. 1000 b. 1100 c. kann man nicht sagen d. 1023 e. 1024
45. Welches Protokoll ist dem Port 110 zugeordnet ? a. http b. ssh c. smtp d. domain e. pop3
46. Welches Protokoll ist dem Port 80 zugeordnet ? a. http b. ssh c. smtp d. domain e. pop3 47. Welches Protokoll ist dem Port 22 zugeordnet ? a. http b. ssh c. smtp d. domain e. pop3 48. Welchen Zweck hat das PSH Flag?
a. Handelt eine Verbindung aus
b. Beendet eine Verbindung c. Daten werden sofort an die oberer Schicht ausgeliefert. d. keine Ahnung
49. Wie lautet der Filter bei tcpdump oder ethereal um alle Pakete mit der IP 192.168.100.123 und
dem Port 80 mitzuschneiden?
50. Wie lautet der Filter bei tcpdump oder ethereal um alle Pakete mit der IP 192.168.100.123 und
nicht dem Port 22 mitzuschneiden?