(a) Average waiting time in queue = lambda / mu ( mu-lambda)
If utilisation is increased by 10%, either lambda increases by 10% or mu decreases be corresponding degree. In any case, the effect will be more than 10% as the denominator would decrease.
Thus the statement is false.
(b) true
(c) True, because performance of a line is affected by variations and result in delay for all people waiting in that line. resulting in higher avg waiting time as compared to a pooled line where the variations are evened out, and the resultant effect on waiting time is low.
(d)False. The priority is assigned to the tasks which have least value of (time/weight). It is not only sufficient for the weight to be more, but also the time to be less, so that the time/weight ratio is smallest.
TOTAL POINTS: 5 points Problem 1. True or False Question (1 point, 0.25 points for each sub-quest...
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