GCSE - Comms and Networking: Error Detection

The sequence of numbers 8,3,6,1,9,0,2,4 produces the checksum of [blank_start]33[blank_end]

The sequence of numbers 1,6,7,3,9,4,5,2 produces the checksum of [blank_start]37[blank_end]

The sequence of numbers 5,0,9,9,7,5,6,8 produces the checksum of [blank_start]49[blank_end]

Using modulo 11 the sequence of numbers 8,3,6,1,9,0,2,4 produces the check digit of [blank_start]0[blank_end]

Using modulo 11 the sequence of numbers 1,6,7,3,9,4,5,2 produces the check digit [blank_start]4[blank_end]

Using modulo 11 the sequence of numbers 5,0,9,9,7,5,6,8 produces the check digit of [blank_start]5[blank_end]

Using modulo 11 the sequence of numbers 9,11,2,18,21,5,23,31 produces the check digit [blank_start]X[blank_end]

In a parity check the least significant bit is used for the parity bit, this is the [blank_start]first[blank_end] bit on the [blank_start]right[blank_end]

Using even parity the parity bit is [blank_start]1[blank_end] for the sequence of binary 0 1 0 1 1 0 0

Using even parity the parity bit is [blank_start]0[blank_end] for the binary sequence 1 0 0 1 0 1 1

Using even parity which of the following three 8 bit binary numbers has been transmitted incorrectly?

Using negative parity which of the following three numbers has been incorrectly transmitted?

Using positional numbers that are even and modulo 11 the check digit for the following sequence of numbers is [blank_start]X[blank_end] positions in even numbers: 2 4 6 8 10 12 14 16 sequence of numbers: 5 0 9 9 7 5 6 9