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ISYE6644 (Simulation) Midterm 1 Questions
Typology: Exams
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7. We are interested in modeling the arrival and service process at the local McBurger Queen burger joint. Customers come in every once in a while, stand in line, eventually get served, and off they go. Generally speaking, what kind of model are we talking about here? (More than one answer below may be right.)
-manufacturing -queueing models
A) Supply chains are always deterministic systems. B) Supply chains often have complicated network structures, making exact analysis difficult.
23. Suppose customers to a barber shop show up at times 4 and 11. Moreover, suppose that it takes the barber 12 minutes to serve customer 1 and then 14
minutes to serve customer 2. When does customer 2 leave the barber? A) 18 B) 25 C) 30 D) 40: C) 30 - Since customer 2's service starts only when customer 1 leaves, which happens at time 4 + 12 = 16.
Steady-State Simulations
Correct:
In order to be a legit p.d.f., f(x) must integrate to 1; but lo and behold.. .+Rf(x)dx=+ 03exdx=3.
46. Suppose X is a continuous random variable with cumulative distribution function F(x). What is the distribution of the nasty random variable F(X)? A) Normal B) Unif (0,1) C) Exponential D) Weibull: Unif (0, 1) - this is the Inverse Transform Theorem 47. Suppose U is a Unif (0,1) random variable. Name the distribution of X= n(1 U). A) Normal B) Unif (0, 1) C) Exponential D) Weibull: C) Exponential
76. What are we allowed to do on the future event list?
A) Insert new events B) delete events C) move events around D) all of the above: D) all of the above