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Math 453 Homework 9, due Friday, 4/15/2016
1) Section 5.1: 4, 7, 8, 9
2) Section 5.2: 10, 12, 13, 21
3) How difficult was this homework? How long did it take?
1
Math 453 Homework 10, due Thursday, 4/22/2016
1) Section 5.2: 19
2) Section 5.3: 23, 26, 27, 28(a)
3) Section 6.3: 14, 15, 17
4) How difficult was this homework? How long did it take?
1
Math 453 Homework 7, due Friday, 3/18/2016
1) Section 3.6: 64, 65, 66, 68
2) Section 4.1: 3, 6, 7, 8
3) Section 4.2: 12, 13
4) How difficult was this homework? How long did it take?
1
Math 453 Homework 6, due Friday, 3/11/2016
1) Section 3.2: 9, 14, 19, 23, 24
2) Section 3.3: 34, 37, 38
3) Section 3.5: 59
4) How difficult was this homework? How long did it take?
1
Math 453 Homework 5, due Friday, 3/4/2016
1) Section 2.4: 44, 47
2) Section 2.5: 57(a)
3) Section 2.6: 68(d), 70, 72
4) Section 3.1: 3, 4, 7
5) How difficult was this homework? How long did it take?
1
Math 453 Homework 3, due Friday, 2/12/2016
1) Section 1.5: 60 (d,e,f), 64, 67, 69, 70, 87
2) Section 2.1: 2(a), 8, 9
3) How difficult was this homework? How long did it take?
1
Math 453: Elementary Number Theory
Denitions and Theorems
(Class Notes, Spring 2011 A.J. Hildebrand)
Version 1-30-2011
1
Math 453 Denitions and Theorems
1-30-2011
A.J. Hildebrand
About these notes
One purpose of these notes is to serve as a handy referenc
Math 453, Section X13
Final Exam Solutions
Spring 2011
Problem 1
True/false questions. For each of the following statements, determine if it is true or false, and provide
a brief justication for your claim. Credit on these questions is based on your justi
Math 453 Homework 4, due Friday, 2/19/2016
1) Section 2.1: 11, 14
2) Section 2.2: 28 (d,e,f), 29 (c), 32
3) Section 2.3: 33 (f), 34 (a), 38 (note that [m1 , m2 ] is just another notation for lcm(m1 , m2 ),
39 (a)
3) How difficult was this homework? How lo
Math 453 Homework 2, due Friday, 2/5/2016
1) Section 1.3: 32 (d,e,f), 33, 35 (Note: the gcd of, say, four numbers is defined in the obvious
manner: greatest number that divides all four of them), 38, 39, 41
2) Section 1.4: 54 (d,e,f) (Note: Only find the
Ansoft High Frequency Structure Simulator
Tutorial
The Dipole Antenna
April 2004
Introduction
In this tutorial, a dipole antenna will be constructed and analyzed using
the HFSS simulation software by Ansoft. The example will illustrate both the
simplicity
IEEE TRANSACTIONS ON EDUCATION, VOL. 46, NO. 3, AUGUST 2003
313
Understanding and Measuring Circular Polarization
Bee Yen Toh, Member, IEEE, Robert Cahill, and Vincent F. Fusco, Senior Member, IEEE
AbstractMany modern satellite and terrestrial point-to-po
The Violence in Our Heads - NYTimes.com
September 19, 2013
The Violence in Our Heads
By T. M. LUHRMANN
STANFORD, Calif. THE specter of violence caused by mental illness keeps raising its head. The
Newtown, Conn., school killer may have suffered from the t
APPENDIX B
RESEARCH PROJECT INSTRUCTIONS PLUS REFERENCING INFORMATION
General Project Instructions
The research project is worth 100 points and 13% of your final grade. It is due by 11:55 pm CDT on
Sunday July 31st but will be accepted late up to 11:55 pm
INTRO TO CULTURAL ANTHROPOLOGY - MEDICAL ANTHROPOLOGY
I. Medical Anthropology
- anthropologists have realized that beliefs in illness often have both a biological and social
basis and must understand both to most effectively treat patients
- have develope
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DM-3475 Synthesized UHF Data Module
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001-3475-201 January 2004
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About Dataradio
Dataradio is the leading designer and manufacturer of
Illinisat-2 Antenna
Simulations using HFSS
Communications Team
This document describes the setup and overall results
of antenna simulations performed using HFSS
Christopher Burgner
4/29/2010
Illinisat-2 Antenna Simulations using HFSS
Table of Contents
1
2
INTRO TO CULTURAL ANTHROPOLOGY- RELIGION
I. Religion (Chap. 10:253-257; 260-264)
- universal feature in all known societies and appears to date back to at least 40,000 ya
- specifics vary greatly culture to culture
- religion defined as any set of attitud
Qian Wan
NetID: qianwan2
MATH 453 HW1
Section 1.1: 1 (b,c), 3 (b,d), 11 (d), 12 (You may use 11(a) and 11(b) without proof.)
Section 1.2: 21 (a,c), 22
1.b.
Suppose there exists a
Then we have
cZ
such that
c=12.5 .
Which contradict to
cZ .
So there is no s
Qian Wan
NetID: qianwan2
MATH 453 HW2
Section 1.2: 16 (e), 18 (a), 23, 26 (b)
Section 1.3: 33 (c), 38, 43 (a,b), 44
Section 1.4: 54 (b)
16.e.
Recall the Proposition 1.7
Proposition 1.7: Let n be a composite number. Then n has a prime divisor p with
For nu
Math 453, Section X13
Midterm Exam 2 Solutions
Spring 2011
Problem 1
For this problem just state the requested results; no proofs required.
(i) State the Moebius Inversion Formula. Be sure to include any assumptions and any necessary quantiers
(e.g., for
Math 453, Section X13
Exam 1 Solutions
Spring 2011
Problem 1
True/false questions. For each of the following statements, determine if it is true or false, and provide a
brief justication for your claim. Credit on these questions is based on your justicati
Math 453, Section X13
Exam 1 Solutions
Spring 2008
Problem 1
(True/false questions) For each of the following statements, say if it is true or false, and provide a brief justication for
your claim. Credit on these questions is based on your justication. A
Math 453
Homework 2
Due Wednesday, September 15, 2010
Same rules as last week; ask me if you have questions.
(ungraded) Strayer 4ace, 17, 28ac, 29ac, 33ac Wolfram|Alpha problem: use some personal
number to construct a random integer m between 100 and 1000
Math 453
Homework 10
Due Wed., Nov. 28, 2007
Note the due date. This will count as a double assignment, but is actually about 1.5
times the length of recent assignments.
1. Strayer Ch.5 13. (This is easier than #18 or #19.)
2. Strayer Ch.5 30e.
3. Strayer
Math 453
Homework 9
Due Fri., Nov. 9, 2007
You know the rules by now. The problems in this homework are from Chapters
Five and Six. It is important to write your proofs carefully and clearly. It is
important to cite results in the book if you write down a
Math 453
Homework 8
Due Fri., Nov. 2, 2007
You know the rules by now. The problems in this homework are from Chapter Five.
It is important to write your proofs carefully and clearly. It is important
to cite results in the book if you write down an answer