Timedora
Free Practice Quiz Question List

1 IPv4 Addressing and CIDR Fundamentals Online Quiz Questions

Use this free practice quiz with 20 questions to review 1 IPv4 Addressing and CIDR Fundamentals, test your knowledge, and prepare for your next test or exam.

20 questions
01
True or false
1 point

The IPv4 address 203.0.113.7 is made up of four 8-bit octets, for a total of 32 bits. Is this statement true or false?

  1. A

    True

  2. B

    False

02
Choose one
1 point

What decimal value does the binary octet 01001101 represent?

  1. A

    69

  2. B

    77

  3. C

    78

  4. D

    141

03
Choose one
1 point

For the address 172.16.5.9/16, which statement correctly describes the prefix and host portions?

  1. A

    The first 8 bits are the network prefix, and 24 bits are host bits.

  2. B

    The first 16 bits are the network prefix, and 16 bits are host bits.

  3. C

    The first 24 bits are the network prefix, and 8 bits are host bits.

  4. D

    The first 16 bits are host bits, and 16 bits are the network prefix.

04
Choose all
1 point

Select all statements that correctly describe subnet masks and network-address calculation.

  1. A

    In a valid contiguous mask, all the 1 bits come before the 0 bits.

  2. B

    The 1 bits in a subnet mask identify the network prefix.

  3. C

    The 0 bits in a subnet mask identify the network prefix.

  4. D

    A network address is found by applying bitwise AND to an IP address and its subnet mask.

05
Written response
1 point

What dotted-decimal subnet mask corresponds to the CIDR prefix /30?

06
True or false
1 point

True or false: 172.16.5.9/16 must be the starting network address of its block because it appears before the slash.

  1. A

    True

  2. B

    False

07
Written response
1 point

How many addresses are in a CIDR block with prefix /27? Enter an exact whole number.

08
Choose one
1 point

Which 8-bit binary octet represents the decimal value 77?

  1. A

    01001011

  2. B

    01001101

  3. C

    01010101

  4. D

    01101101

09
Choose all
1 point

Select all statements that are accurate about 8-bit octets and their place values.

  1. A

    The 1 bits in 01001101 sum to 77.

  2. B

    The binary octet 11000000 represents 192.

  3. C

    An 8-bit octet can represent decimal values from 0 through 256.

  4. D

    The rightmost bit in an octet has place value 1.

10
Open ended
1 point

For 172.16.5.9/16, explain how the prefix length determines the subnet mask and how applying that mask gives the network address. State both the mask and the network address.

11
Choose one
1 point

How many addresses are in an IPv4 block with prefix /0?

  1. A

    32

  2. B

    4,294,967,296

  3. C

    2,147,483,648

  4. D

    4,294,967,295

12
Choose one
1 point

Which binary string represents the IPv4 address 192.168.10.77?

  1. A

    11000000.10101000.00001010.01001101

  2. B

    11000000.10101000.00001010.01001110

  3. C

    11000000.10101000.00001011.01001101

  4. D

    11000000.10100100.00001010.01001101

13
Choose one
1 point

Which value cannot be used as one decimal octet in an IPv4 address?

  1. A

    256

  2. B

    255

  3. C

    0

  4. D

    128

14
Choose one
1 point

How many bits are in an IPv4 address?

  1. A

    32 bits

  2. B

    16 bits

  3. C

    24 bits

  4. D

    64 bits

15
True or false
1 point

True or false: In CIDR notation, the network prefix length is inferred from an IPv4 address’s first octet.

  1. A

    True

  2. B

    False

16
Written response
1 point

Convert the 8-bit binary octet 01011011 to decimal. Enter the value without a unit.

17
Choose one
1 point

Which subnet mask corresponds to the IPv4 CIDR prefix /27?

  1. A

    255.255.255.240

  2. B

    255.255.255.224

  3. C

    255.255.255.192

  4. D

    255.255.255.128

18
Written response
1 point

Compute the bitwise AND of 11010110 and 10111100. Enter the result as an 8-bit binary string.

19
Fill in the blank
1 point

A binary calculation requires 01101100 AND 01010110. The resulting 8-bit string is .

20
Fill in the blank
1 point

A learner claims that 10110101 AND 11101100 equals 10101100. Recalculate the operation; the correct 8-bit result is .