Processors & Memory: Solving Questions

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The discussion focuses on two main questions regarding Hamming code and error correction. The first question involves converting a 7-bit binary code into a Hamming code using even parity, with the final answer required in 3-digit hexadecimal format. The second question asks for the original 7-bit binary symbol from a given Hamming code that has a 1-bit error, emphasizing the need for a detailed attempt to solve the problem. Participants are encouraged to provide insights and solutions to help clarify these concepts. Understanding Hamming code is essential for effective error detection and correction in data transmission.
gEOdude
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Hey Guys, I can't rap my head around these questions. I'm not to sure how to begin them. Any insight would help.


1) Convert the 7-bit binary code 011 1101 into a suitable Hamming code that can detect and correct a single bit error. Use EVEN parity. Write your final answer as a 3-digit hexadecimal.2) When using Hamming code with EVEN parity for 7-bit ASCII characters, the following symbol is retrieved:
01100110101

Assuming a 1-bit error, what was the original stored symbol? Write down your answer as a 7-bit binary, with no spaces.
 
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Please show us what you have attempted. This is mandatory in the PF homework forums.
 

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