2025-2026 Questions and 100% Verified Correct
Answers Guaranteed A+
(ARENA) TRUE or FALSE? A Create module allows you the use a variety of customer
interarrival time distributions. - CORRECT ANSWER: TRUE
(ARENA) TRUE or FALSE? A process is generally considered to consist of both a
resource and its associated queue. - CORRECT ANSWER: TRUE
(ARENA) TRUE or FALSE? You can a queue discipline from FIFO to LIFO with one click
by using the Queue spreadsheet. - CORRECT ANSWER: TRUE
(ARENA) TRUE or FALSE? You can change the number of servers on duty (i.e., the
capacity) for a resource using the Resource spreadsheet. - CORRECT ANSWER:
TRUE
(ARENA) What is a delay-release? - CORRECT ANSWER: Use a previously seize'd for
a while, and then free him for the next guy to use.
(ARENA) What is a seize-delay? - CORRECT ANSWER: Grab at least one resource
and spend time getting served. Remember to release the server sometime later, else he
gets deadlocked and a giant line will form.
(ARENA) What is Seize-Delay-Release? - CORRECT ANSWER: Grab at least one
resource (server), spend time getting served, and then free the server for the next
customer. If you seize and the server isn't available, you may have to wait in a queue.
(ARENA) Which of the following action sequences can you find in a Process module?
, A) Delay
B) Seize-Delay
C) Delay-Release
D) Seize-Delay-Release
E) All of the above - CORRECT ANSWER: all of duh abuv
If the 𝜒2 goodness-of-fit statistic, 𝜒20, is much greater than the relevant quantile
𝜒2𝛼,𝑘−1, what do we do?
a) Reject the goodness-of-fit test and declare that the PRNs are probably not uniform.
b) Reject the goodness-of-fit test and declare that the PRNs are probably not
independent.
c) Accept the goodness-of-fit test and declare that the PRNs are probably uniform.
d) Accept the goodness-of-fit test and declare that the PRNs are probably independent.
e) Panic at the disco! - CORRECT ANSWER: a) Reject the goodness-of-fit test and
declare that the PRNs are probably not uniform.
If 𝑈 is a Unif(0,1) random variable, what's the distribution of −1𝜆𝑙𝑛(1−𝑈)?
Unif(0,1)
Nor(0,1)
Triangular
Exp(𝜆)
All of the above - CORRECT ANSWER: Exp(𝜆)
If 𝑋 is a continuous random variable with c.d.f. 𝐹(𝑥), what's the distribution of 𝐹(𝑋)?
Unif(0,1)
Nor(0,1)