Consider the set of $5$ processes whose arrival time, burst time, and priority are given below. Using First$-$Come$-$First$-$Serve scheduling with Round Robin for which time quantum$=2,$

the turnaround time for P $1$ is

$,$ P $2$ is

$,$ P $3$ is

$,$ P $4$ is

$,$ P $5$ is

the wait time for P $1$ is

$,$ P $2$ is

$,$ P$3$ is

$,$ P $4$ is

$,$ P$5$ is

the response time for P $1$ is

$,$ P $2$ is

$,$ P $3$ is

$,$ P $4$ is

The average throughput is

$.($Round your answer to the first decimal place, that is$,$ if $5$ processes are completed in $9$ time units, throughput is $0\mathrm{.}6).$

The average turnaround time is

The average wait time is

The average response time is

If the system overhead associated with creating and switching process is $1$ time unit. The CPU utilization is

$.($Round your answer to the nearest percentage point. For example, if $10$ time units are spent

on system overhead and $20$ on the actual execution, you should put down the answer as $67\backslash \%)$