Prob $3$:$$The cycle time for each step in prob $5$ is $100$ ns$.$ The probability of branch being taken is $90\%.$ The probability that an instruction can be found to fill in the gap created by the delayed branch is $60\%.$ The following calculations need to be made for the code segment shown. For a non$-$pipelined sequential operation, determine $($a$)$ the average thruput $($b$)$ the average latency For pipelined operation, determine $($ c$)$ the average thruput in case branch taken prediction is made $($ d$)$ the average thruput in case delayed branch assumption is made $($e$)$ the average latency in case branch not taken prediction is made $($f$)$ the average latency in case delayed branch assumption is made