Consider an L$1$ cache that has $8$ sets, is direct$-$mapped $(1-$way$),$ and supports a block size of $64$ bytes. How many bits of the address are used to calculate the offset, index, and tag $($assume that the CPU generates $32-$bit addresses$)?$ For the following memory access pattern $($shown as byte addresses$),$ show which accesses are hits and misses. For each hit, indicate the set that yields the hit.

$40,96,112,24,400,500,560,32,600,48,80.$