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University of Phoenix - HSM - 260
Running head: COLLABORATIVE FUND-RAISING ACTIVITY1Collaborative Fund-Raising ActivityAnna BorsickHSM-260January 12, 2012Marilyn GardnerCOLLABORATIVE FUND-RAISING ACTIVITY2Collaborative Fund-Raising ActivityNon-traditional (entrepreneurial) sourc
University of Phoenix - HSM - 260
XYZ NONPROFIT CORPORATIONSTATEMENT OF FINANCIAL POSITION(Balance Sheet)2002 (A)2003 (A)2004 (A)ASSETSCurrent assetsCash$2,576.00Investments$12,000.00Accounts Receivables, net$88,764.00Prepaid expense$956.00Total Current Assets $104,296.00
University of Phoenix - HSM - 260
AXIA COLLEGE MATERIAL: APPENDIX CAnna Borsick- AED-202- 11/20/11- Marilyn Walker$INDIVIDUAL STATEMENT OF EARNINGS(OR THE STATEMENT OF ACTIVITES)(Previous 6 months)RevenuePay Check$4,779.24Interest$0.12Total Revenue = $4,779.36ExpensesRent or M
University of Phoenix - HSM - 260
Running head: ANALYZING FINANCIAL STATEMENTS1Analyzing Financial StatementsAnna BorsickHSM/260January 21, 2012Marilyn WalkerANALYZING FINACIAL STATEMENTS2Analyzing Financial StatementsFINANCIAL ANALYSIS RATIOS TABLE20022003Contribution Ratio
University of Phoenix - HSM - 260
Axia College MaterialAppendix BStatement of EarningsHow often have you added up all your monthly expenses and compared the sumagainst how much you make? If you have done this you have created astatement of net earnings, much like a human resources co
University of Phoenix - AED - 202
Running head: STAGES OF COGNITIVE DEVELOPMENT1Stages of Cognitive DevelopmentAnna BorsickAED/202November 26, 2011Kai WalkerSTAGES OF COGNITIVE DEVELOPMENT2Stages of Cognitive DevelopmentInfancy (1-2) ~ With in the first few hours an infant begin
University of Phoenix - AED - 202
Running head: PHYSICAL DEVELOPMENT PROFILE1Physical Development ProfileAnna BorsickAED/202November 18, 2011Kai WalkerPHYSICAL DEVELOPEMENT PROFILE2Physical Development ProfileWhen looking at the normal physical development profile of early child
University of Phoenix - AED - 202
Running head: DEVELOPMENTAL PROCESS AND PRESENTATION1Developmental Process and PresentationAnna BorsickAED/202January 20, 2010Kai WalkerDEVELOPMENTAL PROCESS AND PRESENTATION2Developmental Process and PresentationThis is an introduction into ear
University of Phoenix - AED - 202
Running head: MORAL REASONING1Moral ReasoningAnna BorsickAED/January, 13, 2012Kai WalkerMORAL REASONING2Moral ReasoningLate adolescent (14-18) ~ age 15Level 2: Conventional moralityStage 3: Good boy/good girlLate adolescents (14-18) has a who
University of Phoenix - AED - 202
Running head: SOCIAL AND MORAL DEVELOPMENT1Social and Moral DevelopmentAnna BorsickAED/202January 15, 2012Kai WalkerSOCIAL AND MORAL DEVELOPMENT2Social and Moral DevelopmentThe social and moral development of children evolves at different levels
University of Phoenix - AED - 202
Running head: APPROPRIATE EMOTIONAL RESPONSE1Appropriate Emotional ResponseAnna BorsickAED-202January 6, 2012Kai WalkerAPPROPRIATE EMOTIONAL RESPONSE2Appropriate Emotional ResponseAppropriate emotional responses for Infancy Early Childhood Middl
University of Phoenix - AED - 202
Running head: READING AND WRITING STRATEGIES1Reading and Writing StrategiesAnna BorsickAED-202December 16, 2011Kai WalkerREADING AND WRITING STRATEGIES2Reading and Writing StrategiesAs a concerned parent you can help improve a childs reading and
University of Phoenix - AED - 202
Running head: READING AND WRITING DEVELOPMENT1Reading and Writing DevelopmentAnna BorsickAED/202December 18, 2011Kai WalkerREADING AND WRITING DEVELOPMENT2Reading and Writing DevelopmentThe social and emotional developments of these two stages h
University of Phoenix - AED - 202
Running head: CASE STUDY1Case StudyAnna BorsickAED/202December 09, 2011Kai WalkerCASE STUDY2Case StudyFrom age five through seventeen years, during his school years; Marios language wentthrough many different stages. Around age five when Mario
University of Phoenix - AED - 202
Running head: MULTIPLE INTELLIGENCE THEORY1Multiple Intelligence TheoryAnna BorsickAED/202December 2, 2011Kai WalkerMULTIPLE INTELLIGENCE THEORY2Multiple Intelligence theoryWhen choosing a topic relevant to early adolescence (10-14 years); readi
University of Phoenix - AED - 202
HealthIssuesPresentationAnnaBorsickAED202November20,2011KaiWalkerHealthIssuespresentationClickicontoaddpicture WhatchildreneatthroughearlyandmiddlechildhoodaffectstheiroverallgrowthanddevelopmentEarlyChildhoodEarlyChildhoodHealthIssue
University of Phoenix - AED - 202
Running head: CHARACTERISTICS OF DEVELOPMENTAL PERIODS1Characteristics of Developmental PeriodsAnna BorsickAED/202November 11, 2011Kai WalkerCHARACTERISTICS OF DEVELOPMENTAL PERIODS2Characteristics of Developmental PeriodsThe five childhood deve
University of Phoenix - AED - 202
DevelopmentalProcess&Presentation.Anna BorsickAED/202January 20, 2012Kai WalkerInfancy(Birth2)Overviewofaninfantsnormaldevelopmentexpectationsandabriefdescriptionofthisstage.EarlyChildhood(26)Whattoexpectinthenormaldevelopmentofearlychildhood;
University of Phoenix - AED - 202
Axia College MaterialAppendix AFinal Project Overview and TimelineFinal Project OverviewWhen working with children, it is important to have an awareness of their development process.Knowing the normal development patterns of children will allow you t
University of Phoenix - AED - 202
Running head: INFORMATION PROCESSING THEORY1Information processing theoryAnna BorsickAED/202December 4, 2011Kai WalkerINFORMATION PROCESSING THEORY2Information processing theoryInformation processing theory emerged in the late 1950s and early 19
American - ACC - 101
Patience Sampah, Kelley Wolff, Kristen JackNote: Problems 1 through 37 assume the use of the acquisition method.1. LO1What is a basic premise of the acquisition method regarding accounting for a noncontrollinginterest?a. Consolidated financial statem
American - ACC - 101
ACCT 456: CHAPTER 5 NOTESCONSOLIDATED FINANCIAL STATEMENTS - INTERCOMPANY ASSET TRANSACTIONSINTERCOMPANY INVENTORY TRANSFERSIntercompany transactions are not made with an outside, unrelated party. The sales andpurchases balances created by the transfe
Purdue - ECE - 321
EE321 Spring 2010Homework 14Problem 1 Steady-State OperationConsider a 2-phase machine with the following parameters: rs = 72.5 m , Lls = L'lr = 1.32 mH,Lm = 20.1 mH, rr' = 41.3 m , and P = 4 . The load torque varies with the speed cubed, and is such
Purdue - ECE - 321
EE321 Spring 2010Homework 13Problem 1 Rotating MMFUsing the configuration we studied in class (Figure 5.2-1 in text), the stator currents of a 4 polemachine are given byias = 50 sin( 200t )ibs = 50 cos(200t )The speed of the machine is 500 rpm in t
Purdue - ECE - 321
EE321 Spring 2010Homework 12For this homework, consider a transformer. The primary side resistance and leakage inductanceare 2 and 1 mH, respectively. The magnetizing inductance is 100 mH. The (referred) secondaryresistance and leakage inductance are
Purdue - ECE - 321
EE321 Spring 2010Homework 11Problem 1 Brushless DC Operation from a Voltage SourceThe flux linkage equations for a certain PMSM may be expressed abcs L ss= 000L ss00cos rcos(3 r )icos( 2 / 3) cos(3 )0 abcs + m rm3 rcos( r + 2 / 3)cos(
Purdue - ECE - 321
EE321 Spring 2010Homework 10Problem 1 Electrical and mechanical rotor speedThe electrical frequency applied to an synchronous machine (an AC machine inwhich the rotor travels at the same speed of the MMF) is 60 Hz. The mechanical rotorspeed is 900 RP
Purdue - ECE - 321
EE321 Spring 2010Homework 9Problem 1 Winding FunctionsFind the winding function fornas ( sm ) = N s sin( Psm / 2) + N s 3 sin(3Psm / 2)Problem 2 Rotating MMFThe winding function of the a- and b-phase stator windings of a machine aregiven by was = 1
Purdue - ECE - 321
EE321 Spring 2010Homework 8Problem 1 Hysteresis Current ControlConsider a machine with an armature resistance of 1 , a voltage constant of 0.05Vs, and an armature inductance of 3 mH. Suppose it is fed from a dc source of 20 V,using a chopper circuit
Purdue - ECE - 321
EE321 Spring 2010Homework 7Problem 1 Buck converter operationConsider the example on page 55 of the lecture notes. Suppose the dc voltage ischanged to 125 V and the speed to 400 rad/s. Find the average armature current, theaverage switch current, the
Purdue - ECE - 321
EE321 Spring 2010 / Homework 6Problem 1 Problem 3.10-3 from Electromechanical Motion DevicesProblem 2 Problem 3.10-6 from Electromechanical Motion DevicesProblem 3 PM DC Machine PerformanceA PM DC machine has a back emf constant of 0.1 Vs, and an arma
Purdue - ECE - 321
EE321 Spring 2010Homework 5Problem 1 Torque Versus Position TrajectoryConsider the torque versus position characteristics of a VR stepper shown below.Initialize the c-phase is energized and the position is as indicated (point 1). Then theposition is
Purdue - ECE - 321
EE321 Spring 2010Homework 4Problem 1 Calculation of TorqueThe flux-linkage of a certain rotational electromechanical device may beexpressed = (5 + 2 sin 4 rm )iwhere rm is the rotor position and i is the current. What is the electromagnetic torque ?
Purdue - ECE - 321
EE321 Spring 2010Homework 3Problem 1 UI Inductor AnalysisConsider the UI inductor design we did in class. Recall we hadN = 260 Turnsd = 8.4857 cmg = 13.069 mmw = 1.813 cmaw = 21.5181 mm2ds = 8.94 cmws = 8.94 cmIn our design, we assumed that the
Purdue - ECE - 321
EE321 Spring 2010Homework 2Problems 1 UI Inductor AnalysisConsider the UI core shown in Figure 1.4-1 (or Lecture Set 1, slide 34). Considerthe following parameters: w = 1 cm; ws = 5 cm; d s = 2 cm; d = 5 cm; g = 1 mm; N = 100 .Suppose the material us
Purdue - ECE - 321
EE321 Spring 10Homework 1Problem 1 Review of line-integral and application to MMF drop.Consider a Cartesian co-ordinate system (x,y,z). Suppose a uniform H-field of 1 A/mexists in the direction of the x-axis. Calculate the MMF drop from the point (1,1
Chabot College - REAL - 10
PrintableLesson MaterialsPrint these materials as a study guideThese printable materials allow you to study away fromyour computer, which many students find beneficial. Thesematerials consist of two parts: graphic summaries of thecontent and a multi
UCSB - JAPAN - 162
Representations of Sexuality in Modern JapanSabine FrhstckOfce: Humanities and Social Sciences Building #2232Email: fruhstuck@eastasian.ucsb.eduWebsite: http:/www.eastasian.ucsb.edu/faculty/fruhstuck.htmOfce hours: by appointmentCourse website to be
UCSB - JAPAN - 162
Representations of Sexuality in Modern JapanSabine FrhstckGood Sex, Strong Nation?Friday, April 8, 2011Friday, April 8, 2011Friday, April 8, 2011Friday, April 8, 2011Friday, April 8, 2011Friday, April 8, 2011Friday, April 8, 2011Apropos Quantifi
UCSB - JAPAN - 162
Representations of Sexuality in Modern JapanGuidelines for a critical lm reviewCore question: How does lm X represent aspect Y of sexand sexuality in Japan?Length: 800 wordsName the lm and identify the sequence, characters,narrative aspects that you
UCSB - JAPAN - 162
Representations of Sexuality in Modern JapanGeishaas icon Textsof JapanesecultureWednesday, April 13, 2011Approaches to the study of geisha:Geisha as an icon of Japanese culture & traditionGeisha as an icon of fantasy(romantic, sexual, em
UCSB - JAPAN - 162
Representations of Sexuality in Modern JapanSabine FrhstckGender AmbivalenceThursday, April 21, 2011Identify one of the main characters in the documentary,Shinjuku Boys (1996) and describe how s/he denes her/hisgender identity.Thursday, April 21, 2
UCSB - JAPAN - 162
Representations of Sexuality in Modern JapanSabine FrhstckHomosexuality, Gay Activism &Queer IdentitiesMonday, April 25, 2011the history of homosexuality is marked by four codes:nanshoku (pederasty)keikan (sodomy)hentai seiyoku (sexual perversion)
UCSB - JAPAN - 162
Representations of Sexuality in Modern JapanSabine FrhstckHomosexuality, Gay Activism &Queer IdentitiesTuesday, May 3, 2011What kind of activismin the absence of criminalization and church?Tuesday, May 3, 2011prior to the 1980s:effeminate male ho
UCSB - JAPAN - 162
Representations of Sexuality in Modern JapanSabine FrhstckWeek 6: Traditional, New and International WomenTuesday, May 3, 20111910s1950sgood wife, wise mother vs.new womanTuesday, May 3, 2011Social changes in womens lives- expansion of womens sec
UCSB - JAPAN - 162
Traditional, New, and International Women - Part IIWomen at the home front 19371945Monday, May 16, 2011Young women carry out military training, early 1940sMonday, May 16, 2011Women gain suffrage, 1946Monday, May 16, 2011Monday, May 16, 2011Second
Kadir Has Ăśniversitesi - ELECTRONIC - 101
EE160 Fall 2009San Jos State UniversityeSolution of Homework # 51. The modulated signal isu(t) = m(t) c(t) = 100 [2 cos(2 2000t) + 5 cos(2 3000t)] cos(2fct).Therefore,U (f ) = 50 [ (f + 52000) + (f + 48000) + 2.5 (f + 53000) + 2.5 (f + 47000) (f 5
Kadir Has Ăśniversitesi - ELECTRONIC - 101
EE160: Analog and Digital CommunicationsSOLVED PROBLEMSCopyright (c) 2005. Robert Morelos-Zaragoza. San Jos State University e 1Digital communication systems1. With reference to Fig. 1.2 of the textbook, illustrating the basic elements of a digital co
Boston Architectural - MATH - 340
Linear Algebra MidtermSummer 20111. Consider the system of equationsx1 +2x 2 +3x3 +2x4=54 x1 +8x 2 +x3 +x4 +6x5 = 103 x1 +6x 2 +x3 +2x4 +5x5 = 152x1 +4x 2 +x3 +9x 4 +10x5 = 30This can be succintly written as Ax = b and represented i
Boston Architectural - MATH - 340
These notes closely follow the presentation of the material given in David C. Lay's textbook Linear Algebra and its Applications (3rd edition). These notes are intended primarily for in-class presentation and should not be regarded as a substitute for tho
Boston Architectural - MATH - 340
Lecture 6: Linear Independence, Spanning, Basis and Dimension. The homogeneous system Ax = 0 can be studied from a dierent perspective by writing them as vector equations; 3 0 2 1 2 3 x1 0 1 3 5 9 x2 = 0 x1 3 + x2 5 + x3 9 = 0 (1) 9 3 0 59 3 x3 0 5 A set
Boston Architectural - MATH - 340
Matrix DeterminantsObjectives: At the end of this lesson, you should be able to:1. Create a matrix determinant from a system or matrix. 2. Calculate the determinant for 22 and 33 matrices1.BackgroundBy now Im sure you know that matrices are not number
Boston Architectural - MATH - 340
Matrix InverseObjectives: At the end of this lesson, you should be able to:1. Understand why we want to find a matrix inverse. 2. Understand why we cannot always find a matrix inverse. 3. Apply Gaussian Elimination to find a matrix inverseBackgroundA
Boston Architectural - MATH - 340
Matrix PropertiesObjectives: At the end of this lesson, you should be able to:1. 2. 3. 4. List the matrix properties. Know when they cannot apply! Understand the matrix identity. Be aware of matrix weirdness.BackgroundYou already seen examples of diff
Boston Architectural - MATH - 340
Matrix OperationsObjectives: At the end of this lesson, you should be able to:1. Define the matrix operations. 2. Apply the matrix operations. 3. Create a matrix equation.BackgroundMatrices create a mathematical structure that has many properties simi
Boston Architectural - MATH - 340
MatricesObjectives: At the end of this lesson, you should be able to:1. 2. 3. 4. Create a matrix from a linear system Identify the various kinds of matrices we can create from them. Define Gaussian Elimination within matrices Apply Gaussian Elimination
Boston Architectural - MATH - 340
812.5. Inverse Matrices2.5 Inverse MatricesSuppose A is a square matrix. We look for an inverse matrix A 1 of the same size, suchthat A 1 times A equals I . Whatever A does, A 1 undoes. Their product is the identitymatrixwhich does nothing to a vecto
Boston Architectural - MATH - 340
MA 242 LINEAR ALGEBRA C1, Solutions to First Midterm ExamProf. Nikola Popovic, October 5, 2006, 09:30am - 10:50amProblem 1 (15 points). Determine h and k such that the solution set of x1 + 3x2 = k 4x1 + hx2 = 8 (a) is empty, (b) contains a unique soluti
University of Texas - MAN - 320F
11th editionSteven P. RobbinsMary CoulterChapter14UnderstandingIndividualBehaviorLEARNING OUTLINE1.2.3.4.5.6.7.8.9.10.11.Define the five important employee behaviors that managerswant to explain, predict, and influenceDescribe the th
University of Texas - MAN - 320F