$(12$ points$)$ Consider a $10-$bit data, to be protected by using a

Hamming single error correcting code with an additional parity bit, $11,$ so that double errors can be

detected.

$($a$)(2$ points$)$ Let the encoded codeword

Show the encoding process of $=1001011001$ to obtain the encoded codeword $.$

$($b$)(2$ points$)$ Assume no error occurs. Show the decoding process of $($i$.$e$.,$ locating$/$correcting the

Screenshots Explanation

Instruction:

Cache states before and after the write miss

$3$

single error, detecting double errors, or confirming that there is no error; you have to verify if the

result is right or wrong$)$ from $($a$).$