Consider a single$-$server workstation with ample buffering capacity and

further assume that the server operation is non$-$failing and non$-$idling. Also,

let ra and rp denote, respectively the job arrival and processing rates. Then,

the workstation throughput T H is equal to

i$.$ rp

ii$.$ ra

iii. min$\{$ra$,$ rp$\}$

iv$.$ max$\{$ra$,$ rp$\}$

v$.$ none of the above

Briefly explain your answer.

Consider a single$-$server workstation with ample buffering capacity and

further assume that the server operation is non$-$failing and non$-$idling. Also,

let $r_a$ and $r_p$ denote, respectively the job arrival and processing rates. Then,

the workstation throughput $TH$ is equal to

i$.r_p$

ii$.r_a$

iii. min$\{r_a,r_p\}$

iv$.$ max$\{r_a,r_p\}$

v$.$ none of the above

Briefly explain your answer.