<#.NOTES
#=
.SYNOPSIS
Move computers listed in a file to a desired OU
.DESCRIPTION
Move computers listed in a file to a desired OU
MoveADobject.ps1 C:\path\to\hostfile DistinguishedName
cat C:\path\to\hostfile
PC1
PC2
PC3
This script create a "rehome" fil
<#.NOTES
#=
.SYNOPSIS
Move computers listed in a file to a desired OU
.DESCRIPTION
Move computers listed in a file to a desired OU
MoveADobject.ps1 C:\path\to\hostfile DistinguishedName
cat C:\path\to\hostfile
PC1
PC2
PC3
This script create a "rehome" fil
/*
*
( _2_ / 2 ) The rubric is scored by the student
( _2_ / 2 ) You name your program LB0#LastnameE#_#, where you change the
LastName to your own last name and # for the lab number.
( _12_ / 12 ) You program compiles without errors and warnings.
( _4_ /
/*
*
( _2_ / 2 ) The rubric is scored by the student
( _2_ / 2 ) You name your program LB0#LastnameE#_#, where you change the
LastName to your own last name and # for the labnumber.
( _12_ / 12 ) You program compiles without errors and warnings.
( _4_ / 4
/*
* This is the geometric object abstract class. This class defines
properties to apply to / be inherited by all sub classes which implement it.
* It specifies a default fill color, fill status, creation date, and
several methods for calculations / chang
public class TestSimpleCircle cfw_
public static void main(String[] args) cfw_
/ Create a circle with radius 1
SimpleCircle circle1 = new SimpleCircle();
System.out.println("The area of the circle of radius " +
circle1.radius + " is " + circle1.getArea();
public class TV cfw_
int channel = 1; /Default channel is 1
int volumeLevel = 1; /Default volume level is 1
boolean on = false; /TV is off
public TV()
cfw_
/* Turns TV on */
public void turnOn()
on = true;
/* Turns TV off */
public void turnOff()
on = f
public class SelectionSort cfw_
public static void selectionSort(double[] list) cfw_
/uses 2 for loops; inner and outer. First looks at first number.
Second looks at all others and find smallest number, then swaps.
for (int i = 0; i<list.length; i+) cfw_
College of Engineering
Lab 07: Beam Bending
Standard report from a laboratory experiment conducted on 10/28/09
as part of MAE 305 Solid Mechanics Laboratory
Raymond Brown
1. Gerrit Motes
2. Paul Parkhurst
11/04/09
Abstract:
The objective of the experiment
Running head: HAMLET BY WILLIAM SHAKESPEARE
Hamlet by William Shakespeare
Students Name
University Affiliation
1
HAMLET BY WILLIAM SHAKESPEARE
2
Introduction and experience
My visit to the BLC Theatres presentation of the play Hamlet by William
Shakespear
Appendix
Appendix 1: Scatter Plot of Plutus Banks Employee Database
Gender to Salary
120
100
80
Salary in Thousands of Pounds
60
40
20
0
0
0.5
1
1.5
Gender Male = 0, Female = 1
Chart a: Comparison of salary between male and female employees illustrates a
EMBA J17 Analytics
Defining Gender Discrimination
Gender discrimination may exist in different forms in the workplace including discrepancies in salary,
hiring/firing practices, promotions and benefits. In this analysis, we will evaluate for the following
SUMMARY OUTPUT
Regression of all variables given
Regression Statistics
Multiple R
0.781477
R Square
0.610706
Adjusted R Squar 0.60107
Standard Error 0.989434
Observations
208
Coefficients
Standard Error t Stat
Intercept
-0.397128 0.405581 -0.979159
Educat
Running head: ASSIGNMENT SURVEY PAPER
1
Assignment survey paper
Name
Institution
ASSIGNEMENT SURVEY PAPER
2
Literature Review
Social media refers to computer-mediated kinds of technologies that allows one to create
and share ideas, information, career int
1
Title:
Communication of chain of command
Name:
XXXXXXXXXXXXXXXXXXX
Institution:
XXXXXXXXXXXXXXXXXXX
Professor:
XXXXXXXXXXXXXXXXXXX
Course:
XXXXXXXXXXXXXXXXXXX
Date:
XXXXXXXXXXXXXXXXXXX
2
Chapter One
Introduction
1.1 Background of the study
A chain of co
Running head: NURSING THEORY TASK 1
1
Nursing Theory Task 1
Students Name
Institution
Nursing Theory Task 1
NURSING THEORY TASK 1
2
Nursing theories are considered as a set of definitions, concepts, assumptions, and
relationships that are derived from var
PM 1002 - LAW & GOVERNANCE - ESSAY
The English Common Law has become the basis for many legal systems across the World & the
Magna Carta an important reference document
Harry Potter QC The Strange case of the Law Youtube
Research and discuss the emergenc
LYDIA MULOKOZI
POBOX 98
BUKOBA TANZANIA.
Date20.02.2017
CARGO MANAGER
SWISSPORT TANZANIA LTD
JNIA, DAR ES SALAAM
To
TANZANIA REVENUE AUTHORITY
DAR ES SALAAM, '
Dear Sir/Madam, :5
?
RE: AUTHORIZATION & APPOINTMENT LETTER.
We hereby inform you that M/s Sun
manggged document solutions
Date: 20/2/20 1 7
CARGO MANAGER
SWISSPORT TANZANIA LTD
JNIA, DAR ES SALAAM
To
TANZANIA REVENUE AUTHORITY
DAR es SALAAM, ff
Dear Sir/Madam, f -
RE: AUTHORIZATION 8:. APPOINTMENT LETTER.
We hereby inform you that M/s Sun fresh Lt
12
I. UNLABELLED STRUCTURES AND ORDINARY GENERATING FUNCTIONS
where the second line results from expanding the logarithm,
and the third line results from exchanging summations.
The proof extends to the case of being infinite by noting that each
depends
on
2
I. UNLABELLED STRUCTURES AND ORDINARY GENERATING FUNCTIONS
I. 1. Symbolic enumeration methods
First and foremost, combinatorics deals with discrete objects, that is, objects that can
be finitely described by construction rules. Examples are words, trees
40
I. UNLABELLED STRUCTURES AND ORDINARY GENERATING FUNCTIONS
The partial fraction expansion of
is readily computed,
so that
In particular, one has
These numbers are known as the Stirling numbers of the second kind, or better, as the Stirling partition nu
I. 4. WORDS AND REGULAR LANGUAGES
33
Thus, Shakespeare did not (probably) conceal in his text any message relative to combinatorics.
In the same vein, one can describe all the occurrences of a fixed word
as a contiguous block (a factor) in texts:
so that
iv
systematic translation mechanism between combinatorial constructions and operations on
generating functions. (This translation process is a purely formal one, hence the name
of symbolic combinatorics that we have adopted to characterize it.) Precisely,
I. 3. INTEGER COMPOSITIONS AND PARTITIONS
I. 3.1. Compositions and partitions. First the definitions:
D EFINITION I.6. A composition of an integer is a sequence
integers (for some ) such that
A partition of an integer
is a sequence
21
of
of integers (for
I. 4. WORDS AND REGULAR LANGUAGES
35
the line vector is the vector
and the column vector
is
such that
.
In particular, by Cramers rule, the OGF of a regular language is the quotient of two
sparse determinants whose structure directly reflects the automato