Computer Networks: cram pack

Formula sheets, the key method steps for every topic and 6 practice problems, with full solutions at the back.

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1Formulas and methods

IPv4 subnetting

Hosts per subnet
2(32 − prefix) − 2 (/31: 2, /32: 1)
Block size
256 − (mask octet)
Network address
IP AND mask
Broadcast address
IP OR (NOT mask): all host bits set to 1
Subnets from n borrowed bits
2n

Number systems

Place values
binary 2k, octal 8k, hex 16k
To decimal
Σ dk·bk
From decimal
divide by the base, read the remainders bottom-up
Hex ↔ binary
one hex digit = 4 bits
Two’s complement
invert the bits and add 1

2Practice problems

1.IPv4 subnettingMedium
255.255.255.24011111111111111111111111111110000network bitshost bits

A subnet uses the mask 255.255.255.240. How many usable host addresses H does it have?

255.255.255.240
H =
2.IPv4 subnettingHard
last octet = 41012806413201618040211networkhost

A host has the address 10.20.114.41/28. What is the fourth octet x of the last usable host address in its subnet?

10.20.114.41/28
x =
3.Computer networksMedium

How does TLS typically use asymmetric and symmetric cryptography?

  1. AOnly asymmetric cryptography is used throughout
  2. BSymmetric methods agree keys and authenticate; asymmetric ciphers encrypt all the data
  3. COnly symmetric cryptography is used, with a fixed shared password
  4. DAsymmetric methods agree keys and authenticate; symmetric ciphers encrypt the data
4.Computer networksHard

DNS queries normally use UDP. When does DNS typically use TCP instead?

  1. AOnly when the domain name is longer than ten characters
  2. BFor responses too large for UDP and for zone transfers
  3. CFor every query sent from a web browser
  4. DOnly for reverse lookups of IP addresses
5.Number systemsMedium
8-bit two's complement0−12806403201608040201

Set the bits so they store −46 in 8-bit two's complement. Read as an unsigned number, what is the pattern's value U?

N = −468 bit
U =
6.Number systemsHard
click the bits to set them012806403201608040201

Set the bits to the 8-bit result of 1011 0110 >> 2. What is the result's value R in decimal?

1011 0110>> 2
R =

3Solutions

1.IPv4 subnetting

Answer: H = 14

IPv4 subnetting: an address has 32 bits. The prefix /p says how many leading bits identify the network; the remaining 32 − p bits number the hosts. A subnet has 2³²⁻ᵖ addresses, but the first (network address) and last (broadcast address) cannot be given to hosts, so 2³²⁻ᵖ − 2 hosts fit. Exceptions: a /31 (point-to-point link, RFC 3021) uses both of its 2 addresses for hosts, and a /32 is one single address (a single host or a loopback).

Prefix length

255.255.255.240 = /28

Usable hosts

24 − 2 = 14

Answer

H = 14
2.IPv4 subnetting

Answer: x = 46

IPv4 subnetting: an address has 32 bits. The prefix /p says how many leading bits identify the network; the remaining 32 − p bits number the hosts. A subnet has 2³²⁻ᵖ addresses, but the first (network address) and last (broadcast address) cannot be given to hosts, so 2³²⁻ᵖ − 2 hosts fit. Exceptions: a /31 (point-to-point link, RFC 3021) uses both of its 2 addresses for hosts, and a /32 is one single address (a single host or a loopback).

Block size

24 = 16

Subnet of this host

network: ⌊41/16⌋·16 = 32
broadcast: 32 + 16 − 1 = 47
usable hosts: 33 … 46

Answer

x = 46
3.Computer networks

Answer: D · Asymmetric methods agree keys and authenticate; symmetric ciphers encrypt the data

Why this is the answer

Public-key methods and certificates set up a shared secret and prove identity. Fast symmetric ciphers such as AES then protect the bulk data.

Answer

D · Asymmetric methods agree keys and authenticate; symmetric ciphers encrypt the data
4.Computer networks

Answer: B · For responses too large for UDP and for zone transfers

Why this is the answer

If a UDP response is truncated, the resolver retries over TCP. Zone transfers between name servers also use TCP because they carry lots of data.

Answer

B · For responses too large for UDP and for zone transfers
5.Number systems

Answer: U = 210

Setting bits: each bit is worth a power of two (128, 64, …, 1). One hex digit is exactly four bits, and in 8-bit two's complement the leftmost bit is worth −128. Bitwise operations work on each bit position separately.

Invert and add one

46 = 0010 1110
inverted: 1101 0001
+1 → 1101 0010

Read it as unsigned

1101 0010₂ = 256 − 46 = 210

Answer

U = 210
6.Number systems

Answer: R = 45

Setting bits: each bit is worth a power of two (128, 64, …, 1). One hex digit is exactly four bits, and in 8-bit two's complement the leftmost bit is worth −128. Bitwise operations work on each bit position separately.

Bit by bit

Shifting right by 2 moves every bit 2 places to the right; bits that fall off the right end are lost and zeros come in on the left.

1011 0110 >> 2
= 0010 1101

Value of the result

0010 1101₂ = 45

Answer

R = 45

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