Consider two queueing disciplines in a single server queue. Case 1 has a first come first served discipline and case 2 has a last come first served discipline. If the average waiting times in the two cases are \[{{W}_{1}}\] and \[{{W}_{2}}\] respectively, then which one of the following inferences would be true?

Data insufficient to draw any tangible inference

Consider two queueing disciplines in a single server queue. Case 1 has

1.	Consider two queueing disciplines in a single server queue. Case 1 has a first come first served discipline and case 2 has a last come first served discipline. If the average waiting times in the two cases are \[{{W}_{1}}\] and \[{{W}_{2}}\] respectively, then which one of the following inferences would be true?
A.	\[{{W}_{1}}>{{W}_{2}}\]
B.	\[{{W}_{1}}<{{W}_{2}}\]
C.	\[{{W}_{1}}={{W}_{2}}\]
D.	Data insufficient to draw any tangible inference
Answer» C. \[{{W}_{1}}={{W}_{2}}\]

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