Busybodies
Recently can feel the stress from this sem.. heading the technical comm coordination , and participate in EID, and all the tutorials and quizzes.. leave me quite breathless.. and also the monotonous sch life nowadays r driving me bored.. hmmm.. the term break is coming, yet i see not much joy .. cos got 3 projects on hold then. sianz. what can be worse then rushing for time?
Anyway, chanced upon this article which comes out with an equation of waiting. Let c= no of checkouts, and people r being served p times faster then they arrive, the length of the queue ,L, will be as follows:
L(C) = p^(c+1)/[(c-1)!(c-p)^2] * 1/[(Sum(n=0 to c-1 of (p^n/n!))+(p^c/c!*c/(c-p)))]
interesting sia. even queueing up is such a chore..
The article mentioned one fact: women's queue for washroom is twice as slow as men's, thus their queue length will be 5 times longer. Hmm. is it?
Anyway, a lot of things in mind, but cant possibly type out all.. interesting theories.. yup, need to hit the sack and do the business... SLEEPING of cos.
Anyway, chanced upon this article which comes out with an equation of waiting. Let c= no of checkouts, and people r being served p times faster then they arrive, the length of the queue ,L, will be as follows:
L(C) = p^(c+1)/[(c-1)!(c-p)^2] * 1/[(Sum(n=0 to c-1 of (p^n/n!))+(p^c/c!*c/(c-p)))]
interesting sia. even queueing up is such a chore..
The article mentioned one fact: women's queue for washroom is twice as slow as men's, thus their queue length will be 5 times longer. Hmm. is it?
Anyway, a lot of things in mind, but cant possibly type out all.. interesting theories.. yup, need to hit the sack and do the business... SLEEPING of cos.
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