Question $7$: Cache Mapping $-$ Fully Associative Cache $(10$ points$)$

Assume a cache that has $32$ blocks where each block has $4$ words. What would be the miss rate for the following address references for fully associative cache: $0,4,16,132,232,160,1024,32,144,3120,180,2180?($Notice that each cache block has $4$ words, i$.$e$.16$ bytes, so word$-$aligned addresses $0,4,8$ and $12$ will map to the same block in the cache$).$ Use the following table to show the changes made in the cache and indicate whether an access is a hit or miss. At the end, calculate and report the miss rate.

$\backslash$table$[[$Set$,32-$way $($blocks$),$Word $0,$Word $1,$Word $2,$Word $3,$Hit $/$ miss$],[0,0,,,,,],[1,,,,,],[2,,,,,],[3,,,,,],[4,,,,,],[5,,,,,],[6,,,,,],[7,,,,,],[8,,,,,],[9,,,,,],[10,,,,,],[11,,,,,],[12,,,,,],[13,,,,,],[14,,,,,],[15,,,,,],[16,,,,,],[17,,,,,],[cdots,$cdots,!".,t$.".,...,$dots