Consider a machine with a byte addressable main memory of bytes and block size of $8$ bytes. Assume that a direct mapped cache consisting of $32$ lines is used with this machine. $1.$ How is a $16-$bit memory address divided into tag, line number, and byte number? $[4$ Marks$].2.$ Into what line would bytes with each of the following addresses be stored? $[4$ Marks$].00010001000110113.$ Suppose the byte with address $0001101000011010$ is stored in the cache. What are the addresses of the other bytes stored along with it$?[2$ Marks$]4.$ How many total bytes of memory can be stored in the cache? $[4$ Marks$]5.$ Why is the tag also stored in the cache? $[2$ Marks$]$