ESE603 - Simulation Modeling & Analysis (Homework #2)
Spring Semester, 2015
M. Carchidi
Instructions:
1.) Do the following ve (5) Problems and Simulation Problem #1.
2.) Please indicate in the table below whether the problem is submitted electronically or

ESE603 - Simulation Modeling & Analysis (Homework #1)
Spring Semester, 2015
M. Carchidi
Instructions:
1.) You must do all of the following ve (5) Problems.
2.) Please indicate in the table below whether the problem is submitted electronically (via email)

ESE603 - Simulation Modeling & Analysis (Final Exam)
Spring Semester, 2014
M. Carchidi
Problem #1 (20 points) - Chapter 8
Consider the continuous random variable X whose pdf is given by
f (x) =
1/x2 , for
x < T
T
1/T 2 , for T < x < T
4
1/x2 , for
T <x

ESE603 - Simulation Modeling & Analysis (Take-Home Problem)
Spring Semester, 2016
M. Carchidi
Midterm Take-Home Simulation Problem (20 points)
A device consists of three straight links of lengths X1 , X2 and X3 , all
connected to form a straight rod of le

ESE603 - Simulation Modeling & Analysis (Homework #1)
Spring Semester, 2016
M. Carchidi
Instructions:
1.) You must do all of the following five (5) Problems.
2.) Please indicate in the table below whether the problem is submitted electronically (via email

ESE603 - Simulation Modeling & Analysis (Take-Home Problem)
Spring Semester, 2015
M. Carchidi
Midterm Take-Home Simulation Problem (15 points)
A bus arrives at a certain street corner uniformly between time t = 0 and
t = b and a second bus arrives at the

ESE603 - Simulation Modeling & Analysis (Homework #2)
Spring Semester, 2016
M. Carchidi
Instructions:
1.) Do the following five (5) Problems and Simulation Problem #1.
2.) Please indicate in the table below whether the problem is submitted electronically

ESE603 - Simulation Modeling & Analysis (In-Class Midterm Exam)
Spring Semester, 2015
M. Carchidi
Problem #1 (20 points)
Suppose that each half-hour, either 0, 1, 2 or 3 customers will come into a
store, and these events occur with probabilities: p0 = 0.1

ESE603 - Simulation Modeling & Analysis (Homework #3a)
Spring Semester, 2015
M. Carchidi
Instructions:
1.) Do Problems #1, #3 and #4.
2.) Please indicate in the table below whether the problem is submitted electronically or in hard copy (or both).
3.) Ind

ESE603 - Simulation Modeling & Analysis (Midterm Exam)
Spring Semester, 2014
M. Carchidi
Problem #1 (20 points)
A discrete exponential distribution with parameter > 0 has pmf
p(x) = (1 e )ex
for x = 0, 1, 2, ., and p(x) = 0 for x < 0, where is in units of

ESE603 - Simulation Modeling & Analysis (Final Exam)
Spring Semester, 2015
M. Carchidi
Some Useful Information for the Chi-Squared Distribution
0
0
5
10
15
20
25
Plot of f (x) with the value of 2, indicated
Percentage Points of the Chi-Squared
Distributio