ISyE 3232
Stochastic Manufacturing and Service Systems
Spring 2012
S.H. Kim, X. Gao
Solutions to Homework 1
1. (a) Poisson (b) exponential (c) geometric (d) Bernoulli (e) binomial (f) normal
2. We are given that E[X] = 2 and V ar(X) = 16. Thus
a) E[6 4X]
ISyE 3232
Stochastic Manufacturing and Service Systems
Fall 2011
H. Ayhan
Solutions to Homework 2
1.
a) To calculate the pmf for min(D, 7), we should crete the following table,
D
5
6
7
8
9
7
7
7
7
7
7
min(D, 7)
5
6
7
7
7
P(D = x)
1/10
2/10
2/5
2/10
1/10
F
Solution to Homework Assignment #2
Homework Assignment #2
1.) Possible Outcomes for a Linear Program: Page 68 exercises 1-4. Please show enough work to
justify your answers.
1. AB is x1 + x2 = 4. CD is x1 - x2 = 5. From graph we see that there is no
feasi
NAME:
ISyE 3133D Fall 2006
Midterm #2
Tuesday, Nevember 7th 2006
Closed book and closed notes
, N O ELECTRONIC DEVICES PERMITTED
Write All Answers in the Space Provided Below Each Question
SHOW ALL WORK ON THIS EXAM
75 minutes
1.) (10 points) For each
1.) The Steiner Tree Problem Comcast cable wants to provide service to two
hundred different subscribers in Midtown hereby referred to as x1 through x200. To
do this, Comcast must connect each customer to a service station, hereby denoted
as r. Comcast ma