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Networking - Midterm

Quiz by Felipe Sinjetsu

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10 questions
Show answers
  • Q1
    Using Even Parity Checking. Does the above data has an error?
    Question Image
    No, has no error
    Yes, has an error
    30s
  • Q2
    With the above data bits and additional parity bits. Using 2-D parity checking, does it have an error?
    Question Image
    Yes, has an error
    No, has no error
    120s
  • Q3
    With the given data with CRC and the divisor. Does it have an error? If so, what is the remainder?
    Question Image
    Yes, has an error with a remainder of 110
    Yes, has an error with a remainder of 001
    Yes, has an error with a remainder of 101
    No, has no error
    300s
  • Q4
    With the given data bits and checksum above. Does it have an error? If so, what is the complement?
    Question Image
    Yes, has an error with a complement of 1101 1111
    Yes, has an error with a complement of 1101 1000
    No, has no error
    Yes, has an error with a complement of 1001 1010
    300s
  • Q5
    With the given data bits and checksum above. Does it have an error? If so, what is the complement?
    Question Image
    Yes, has an error with a complement of 1011 1010
    Yes, has an error with a complement of 0001 1010
    No, has no error
    Yes, has an error with a complement of 1001 1010
    300s
  • Q6
    With the given data bits and divisor above, what is the CRC?
    Question Image
    001
    011
    110
    101
    300s
  • Q7
    With the given data bits above, using 2-D parity check, what is the additional parity bits?
    Question Image
    0101 1001 0
    1110 1010 1
    0110 1101 1
    0001 0110 1
    300s
  • Q8
    Given the data bits above, what is the checksum?
    Question Image
    1010 1100
    1111 1111
    0000 0000
    0001 0110
    300s
  • Q9
    Given the data bits above, using odd parity checking, what is the parity bit?
    Question Image
    10
    0
    1
    11
    30s
  • Q10
    Given the data bits above, what is the checksum?
    Question Image
    0000 0000
    1001 1010
    0010 0101
    0101 1111
    300s

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