What Is Portfolio? Although portfolios are used in the assessment of student’s performance in nowadays‚ they are used as a method by architects‚ painters‚ photographers and artists in showing their works. However‚ as portfolio has been used for different purposes it maybe different from than that of artists. It is not possible to use only one definition for portfolio. Definition of portfolio may change according to users’ purpose and way of usage. Many researchers defined portfolio in order
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Methods/Theories of Collaboration According to Muneera Spence‚ Oregon State University professor‚ there are four types of collaborative models: collaboration by chance (no structure to team selection); collaboration by acuity (a team of balanced attributes and knowledge); collaboration by interest (a team with similar interests); and collaboration by leader (a team formed by a leader). Merrill Lynch should employ collaboration by acuity as it is the sector and asset knowledge that is the most valuable
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Teaching Methods in Business Education 1 Topic: Concept Mapping Date: October 1‚ 2012 What is Concept Mapping? It is a technique that allows students to understand the relationships between ideas by creating a visual map of the connections. Concepts maps allow the students to (1) see the connections between ideas they already have. (2) Connect new ideas to knowledge that they already have‚ and (3) Organize ideas in a logical but not rigid structure that allows future information
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Just-In-Time Method Just-In-Time Method Professor: Filip Ivanovski Course: Operational Management Made by: Nela Pamukova ID: 9589 Skopje‚ 2012 Professor: Filip Ivanovski Course: Operational Management Made by: Nela Pamukova ID: 9589 Skopje‚ 2012 Just-in-Time Method presented with Case Studies in the auto industries in India with wide elaboration of the cases and concepts. Just-in-Time Method presented with Case Studies in the auto industries in India with wide elaboration
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Borenstein Introduction of the study Terrorism refers to an organized and systematic use of terror aiming to produce coercion or terror that is influenced by organized groups against civilians‚ and institutions. In connection with the background statements of this paper‚ the study shows that terrorism is an extreme undesirable event for the reason that the main objective of the activity will be to produce injury and damage that causes significant amount of injuries. Homeland security is one of the
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Features of a Fusion Welded Joint 1. 2 Joining and Assembly Distinguished Joining - welding‚ brazing‚ soldering‚ and adhesive bonding These processes form a permanent joint between parts Assembly - mechanical methods (usually) of fastening parts together Some of these methods allow for easy disassembly‚ while others do not 3 Welding Joining process in which two (or more) parts are coalesced at their contacting surfaces by application of heat and/or pressure Many welding processes are
Free Welding Arc welding
“COMPARING BELIEF AND THOUGHT” EUTHTHYPHO vs. SOCRATES Saint Leo University PHI 110 Professor Anthony Nattaninia A young man by the name of Euthyphro involves himself in a conversation with the well known Socrates. During this conversation Euthyphro attempts to impose unrealistic beliefs concerning piety. Euthyphro is the plaintiff in a murder suit that he is filing against his very own father. Euthyphro believes that he has a case against his father‚ the reasons the young man
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TYBcom-Year 2012-13 Assignment 2- Total 10 Marks Marks for each topic Topics I) AUDITING 5) 1 (a) Explain how would you vouch Scrap Sales 1 (b) How would you verify Book Debts /Debtors-1‚11‚21‚31‚41‚51‚61‚71‚81‚91 301‚291‚281‚271‚261‚251 2 (a) Explain how would you vouch Sale on Approval/Sale on Consignment 2 (b) How would you verify Stocks-101‚111‚121‚131‚141‚151‚161‚10‚20‚30 241‚231‚221‚211‚201‚191‚181‚171 3 (a) Explain how would
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Throughout in this text V will be a vector space of finite dimension n over a field K and T : V → V will be a linear transformation. 1 Eigenvalues and Eigenvectors A scalar λ ∈ K is an eigenvalue of T if there is a nonzero v ∈ V such that T v = λv. In this case v is called an eigenvector of T corresponding to λ. Thus λ ∈ K is an eigenvalue of T if and only if ker(T − λI) = {0}‚ and any nonzero element of this subspace is an eigenvector of T corresponding to λ. Here I denotes the identity mapping
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My decision to get a Masters Degree in Logistics and Supply Chain Management‚ at this point in my career‚ is precisely based on a question ‘Where I would be the in next five years’. Though a five year of professional work experience in the field of Logistics and Operations has given me the vast knowledge and command to cope with modern business challenges as a manager‚ yet I feel that current fast growing and competitive business world need vital strategic thinking and an adept to change. Globalization
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