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    Threat of New entrants Through the advent and improvement of 3D printers‚ barriers of entering the industry will be low due to the affordability of the 3D printing machine and ease of making 3D figures . This would thus encourage newcomers to enter the market and customize costumes for customers. To protect ourselves from such risks‚ the e-store will be sure to establish a bond between the community and the designers with our website as the social networking platform. Thus‚ new entrants would find

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    Jugglr Challenges

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    Facebook‚ Alibaba‚ Airbnb‚ and Uber are some of the most valuable platforms of the recent years. But before achieving this success‚ they encountered many challenges in the beginning. One of the biggest challenges was to reach to critical mass. Marketplaces in their first stage‚ usually have difficulties with user acquisition. The moment they hit some scale points in regarding total user-base‚ suddenly‚ their sites go viral and start getting lots of users. Many startups die within a short period because

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    Econimic Output

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    * C = c1 + c0 YD Marginal propensity to consume‚ MPC= c1 * Where C = Consumption‚ c0 = intercept‚ YD = disposable income When a reduction in marginal propensity to consume‚ consumer disposable income is low‚ consumer does not has additional dollar or ringgit to dispose‚ a degree of decrease in disposable income is likely to decrease in consumption. * Therefore income – YD (decreases) consumption – C (decreases) C (consumption) Slope = c1 Consumption

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    Economics 304

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    that each young generation is born with is assumed to be fixed at y. The initial old each receives an equal portion of the money supply Mt . Suppose that the utility function of a typical agent is given by the familiar log-linear form u(c1‚t ‚ c2‚t+1 ) = ln c1‚t + β ln c2‚t+1 (1) where 0 < β < 1 is the discount factor (i) Under a monetary economy‚ what are the first‚ and second period budget constraints?

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    Grignard reaction

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    Experiment C. Aim: To protect one of two carbonyl groups (C1) in order to allow the other to react twice with a Grignard followed by removal of the protecting group by acid hydrolysis to give final product (C2). Method: Ethyl acetoacetate (30.03g)‚ ethylene glycol (15.01g) and toluene-p-sulphonic acid (0.13g) were added to a 250 cm3 round bottomed flask‚ containing a stirrer bar and toluene (100 cm3)‚ fitted with a condenser and dean-stark head. Solution was heated strongly under reflux using

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    Dotnet Project

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    Project Report On Online Library Management System DOEACC Society Chandigarh Center‚ Branch Office Lucknow Project Guide Submitted By Mr. Sanyam Shailendra Pratap Singh Acknowledgement A successful completion of this project is attributed to the great and indispensable help received from different people. I would like my sincere thanks to my project guide Mr. Chandrabhushan

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    performed on each line segment of the figure there are four times as many line segments‚ the length of each being one-third the length of the segments in the previous stage. First of all I am going to suppose c1 has a perimeter of 3 units. I will try to find the perimeter of c2‚ c3‚ c4 and c5. c1 s1 = 1 (s – side length) c2 s2 = 1/3 c3 s3 = 1/9 c4 s4 = 1/27 c5 s5 = 1/81 If the original line segment had length s‚ then after the first step each line segment

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    Linear Programming

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    two months training C1 = March to April C2 = April to May C3 = May to June C4 = June to July C5 = July to August Extra employee E1 = Extra employee on May E2 = Extra employee on June E3 = Extra employee on July E4 = Extra employee on August E5 = Extra employee on September Constraints: Objectives = Minimize $8250(N1+N2+N3+N4+N5)+ $5500 (C1+C2+C3+C4+C5)+ $2250 (E1+E2+E3+E4+E5) Subject to; Laptop Specialist Needed May: N1+C1-E1 = 20 June:

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    Calculus of Variation

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    Chap-04 B.V.Ramana August 30‚ 2006 10:13 Chapter 4 Calculus of Variations function of the independent variable y(x)‚ which is a function. Thus L{y(x)} = Y cn c2 A O c1 X B x2 x1 4.1 INTRODUCTION Calculus of variations deals with certain kinds of “external problems” in which expressions involving integrals are optimized (maximized or minimized). Euler and Lagrange in the 18th century laid the foundations‚ with the classical problems of determining a closed curve in the plane

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    Psychology Notes for AQA CSE

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    w w e tr .X w ap eP m Location Entry Codes The content assessed by the examination papers and the type of questions are unchanged. This change means that for this component there are now two variant Question Papers‚ Mark Schemes and Principal Examiner’s Reports where previously there was only one. For any individual country‚ it is intended that only one variant is used. This document contains both variants which will give all Centres access to even more past examination material

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