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xlord Learn (1 point) Finally, in this problem, you get to put together everything you have learned! Consider the linear code {000000,001110, 010011, 011101, 100101, 101011, 110110, 111000} . (a) What is the code length, message length, and Hamming distance of C? Code length: 6 Message length: 3 Hamming distance: 3 (b) Find a generator matrix for C. Answer: G (c) Find a check matrix for C. Answer: H= Suez Crisis | The C... Dalhousie Universal ? .. dedicated colloc... 2 Online OXFORD C... Oxford Learner's (c) Find a check matrix for C. Answer: H = (d) Using your generator matrix from part (b), encode the message 101 011 001. Encoded message: (e) Using your check matrix from part (c), make a syndrome table Error pattern: 000000 Syndrome: Error pattern: 100000 Syndrome: Syndrome Syndrome Error pattern: 010000 Error pattern: 001000 Error pattern: 000100 Error pattern: 000010 Syndrome: Syndrome: Error pattern: 000001 Syndrome: (1) Decode the message 111011 000000 010111. For each code word, find the syndrome and the error pattern, then correct the error and decode. Code block: 111011 Syndrome: Error pattern: Corrected code block: dedicated colloc... 2 Online OXFORD C... Oxford Lean LUI patent. UVUUUU UUTURE. Error pattern: 100000 Syndrome: Syndrome: Error pattern: 010000 Error pattern: 001000 Syndrome: Error pattern: 000100 Syndrome: Error pattern: 000010 Syndrome Error pattern: 000001 Syndrome: (f) Decode the message 111011 000000 010111. For each code word, find the syndrome and the error pattern, then correct the error and decode. Code block: 111011 Syndrome: Error pattern: Corrected code block: Decoded message block: Code block: 000000 Syndrome: Error pattern: Corrected code block: Decoded message block: Code block: 010111 Syndrome: Error pattern: Corrected code block: Decoded message block: Note: You can earn partial credit on this problem. Preview My Answers Submit Answers You have attempted this problem 3 times. You have 2 attempts left before new version will be requested. xlord Learn (1 point) Finally, in this problem, you get to put together everything you have learned! Consider the linear code {000000,001110, 010011, 011101, 100101, 101011, 110110, 111000} . (a) What is the code length, message length, and Hamming distance of C? Code length: 6 Message length: 3 Hamming distance: 3 (b) Find a generator matrix for C. Answer: G (c) Find a check matrix for C. Answer: H= Suez Crisis | The C... Dalhousie Universal ? .. dedicated colloc... 2 Online OXFORD C... Oxford Learner's (c) Find a check matrix for C. Answer: H = (d) Using your generator matrix from part (b), encode the message 101 011 001. Encoded message: (e) Using your check matrix from part (c), make a syndrome table Error pattern: 000000 Syndrome: Error pattern: 100000 Syndrome: Syndrome Syndrome Error pattern: 010000 Error pattern: 001000 Error pattern: 000100 Error pattern: 000010 Syndrome: Syndrome: Error pattern: 000001 Syndrome: (1) Decode the message 111011 000000 010111. For each code word, find the syndrome and the error pattern, then correct the error and decode. Code block: 111011 Syndrome: Error pattern: Corrected code block: dedicated colloc... 2 Online OXFORD C... Oxford Lean LUI patent. UVUUUU UUTURE. Error pattern: 100000 Syndrome: Syndrome: Error pattern: 010000 Error pattern: 001000 Syndrome: Error pattern: 000100 Syndrome: Error pattern: 000010 Syndrome Error pattern: 000001 Syndrome: (f) Decode the message 111011 000000 010111. For each code word, find the syndrome and the error pattern, then correct the error and decode. Code block: 111011 Syndrome: Error pattern: Corrected code block: Decoded message block: Code block: 000000 Syndrome: Error pattern: Corrected code block: Decoded message block: Code block: 010111 Syndrome: Error pattern: Corrected code block: Decoded message block: Note: You can earn partial credit on this problem. Preview My Answers Submit Answers You have attempted this problem 3 times. You have 2 attempts left before new version will be requested