Question C $(20$ points$)-$ RMS Scheduling:

$($a$)$ Determine if the following periodic task sets $($Task set $1,2,3)$ are RM$-$schedulable

in the exact sense $($both sufficient and necessary$).$ Clearly show the required

schedulability analysis to arrive at the answer.

$($b$)$ Construct the schedule for all the schedulable task sets.

For each task, $($ci$,$ pi$)$ values are given below.

Task set $1$:$\{T1,T2,T3\}=\{(1,5),(2,6),(3,10)\}.$

Task set $2$: $\{T1,T2,T3\}=\{(2,6),(2,8),(3,12)\}.$

Task set $3$: $\{T1,T2,T3\}=\{(2,4),(2,8),(4,16)\}.$

Question D $(20$ points$)-$ EDF Scheduling:

Determine if each of the above task sets, stated in Question C$,$ are schedulable using

EDF and construct schedule $($for schedulable task sets$)$ using EDF.