Foundations of Computational Math II Exam 2
Take-home Exam
Open Notes, Textbook, Homework Solutions Only
Calculators Allowed
Due beginning of Class Wednesday, 10 April, 2013
Question
Points
Points
Possible Awarded
1. Quadrature
25
2. Orthogonal Polynomial
Errata for
Implementing Spectral Methods: Algorithms for Scientists and
Engineers
David A. Kopriva
March 10, 2016
1
Chapter 1
1. Page 7. Eq. (1.28) should be
Z
2
kf (x) PN f (x)k =
2
0
=
X
fk eikx
|k|=N/2+1
X
X
X
X
fl eilx dx
|l|=N/2+1
fk fl
2
Z
eikx eil
Foundations of Computational Math I Exam 1
In-class Exam
Only two pages of reference notes allowed. Only simple
graphing calculators allows. Other electronic devices
are not allowed.
Answers must have suitable justification for full credit.
Tuesday 20 Oct
Foundations of Computational Math II Exam 1
Take-home Exam
Open Notes, Textbook, Homework Solutions Only
Calculators Allowed
Wednesday February 22, 2012
Question
Points
Points
Possible Awarded
1. Basics
20
2. Splines
30
3. Interpolation
35
4. Piecewise In
Foundations of Computational Math I Exam 2
Take-home Exam
Open Notes, Textbook, Homework Solutions Only
Calculators Allowed
Due beginning of Class Wednesday, 2 December 2008
Question
1. Iterative Methods
for Ax = b
2. Iterative Methods
for Ax = b
3. Solvi
Foundations of Computational Math I Exam 2
Take-home Exam
Open Notes, Textbook, Homework Solutions Only
Calculators/Computers Allowed
No collaborations with anyone
Due beginning of Class Monday, December 5, 2011
Question
Points
Points
Possible Awarded
1.
Foundations of Computational Math II Exam 2
Take-home Exam
Open Notes, Textbook, Homework Solutions Only
Calculators Allowed
Friday 13 April, 2012
Question
Points
Points
Possible Awarded
1. Approximation
25
2. Quadrature
25
3. GFS
25
4. LMS Methods
25
Tot
Foundations of Computational Math I Exam 2
In-class Exam
Only two pages of reference notes allowed. Only simple
graphing calculators allowed. Other electronic devices
are not allowed.
Answers must have suitable justification for full credit.
Monday 23 Nov
Question 1
1 out of 1 points
An investment promises a payoff of $195 two and one-half years from
today. At a discount rate of 7.5% per year, what is the present value of this
investment?
Question 2
0 out of 1 points
Average U.S. wages in 1990 were $28,96
Jeremy Bracken
Prof. Bateh
MAN3583
11/13/16
Assignment 2
1. Access the Project Management Institute website and provide a
response to the following questions:
What are PMI Certifications? Why are they important?
What is a PMI standard? How are standards d
Mrs. Tolstoy and her husband, Serge, are planning their dream house. The lot for the
house sits high on a hill with a beautiful view of the Appalachian Mountains. The
plans for the house show the size of the house to be 2,900 square feet. The average
pric
power I 4"
coefficlmf variable constant
Which terms are LIKE TERMS?
Idenrymeuh: Tmmmmmmsmuw _.
'- InnMural! a GRAPHING LINEAR EQUATIONS VOGABULARY
' '11 '-
caamnrzm
Emmi
a
Imam:l Ih:
min
aIr
11:?
cfw_III 1
Mimi
ilmi h:
1llllllllll=Illll rl:
33mm
unhil
I:l
Q mavens 50
The Parabolic Edltlan
Red Bird, Yellow Bird. Blue Bird and Black Bird are am with
the pigs. The pig stall the bird's ragga. The birds wt their
eggs back and will stop at nathihg tar get them back. The flight
path of the birds can be Modeled wi
B Ahrmys FACEOR and cancel rst
a: [ram W fuciarls]
Plug holas a: value Into "mm HIETEIF
x from m fucfmls in dinuninulur
3: From m fad-ads] in nmnuhr
Mink: x in 'WW
I: a: "bigger' in numemim or danornH-quor?
[see example: at botlm
.plniercepf: |5. ID]
. y-
Case 3: IBM
Jeremy Bracken
Dr. Lepervanche
ISM 4011
06/05/16
There are several types of server virtualization. In this case study video, the three
types of server virtualization are virtualization, paravirtualization, and operating system
virtualization.
Nike, Adidas, Target, Wal-Mart,
& Dunkin Donuts
April Welch
Maria Tran
Jeremy Bracken
Victoria Fiano
Orlando Mothersille
Human Relations In Management: MAN4101
Fall Semester
2016
Prof. Vann
October 12, 2016
Nikes business model focuses on providing high q
What did you learn about options and their use [their purpose] as derivative
instruments? How is an options intrinsic value determined? Please reflect, then
comment critically and discuss.
Please discuss the strengths and weaknesses of the Black-Scholes o