FAYOL’S PRINCIPLES OF MANAGEMENT Tathagata Acharya CERTIFICATE This is to certify that MstrTathagata Acharya‚ of standard twelfth of Rajhans Vidyalaya has successfully completed the project work in business studies (Fayol’s Principles of Management) in partial completion of the curriculum prescribed by the Central Board of Secondary Education for the AISSE 2013-2014. __________ ______________ (Principal) (Internal Examiner)
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Qmin QE Q Demand and Marginal Revenue Faced by a Competitive Firm - repetition Price $ per bushel Firm Price $ per bushel Industry $4 d $4 D 100 200 Output (bushels) 100 Output (millions of bushels) TC‚ TR TR TC QD/G - b k breakeven points i t 0 P‚ AC AC Q P = MR Losses QD Profit QG Losses Q Monopoly Monopoly 1) One seller - many buyers ) y y 2)One product (no good substitutes) 3)Barriers to entry Monopoly A
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Operational Research (OR) DR. SUPRIYA KUMAR DE ASSIGNMENT XLRI-PGCBM-18 NAME: GH. RASOOL WANI SMS ID: 2217429 Table of Contents 1. Problem: 1 2. Solution: 2 2.1 Manual Approach 2 2.2 Linear programming approach 2 2.2.1 Decision Variables: 3 2.2.2 Objective Function: 3 2.2.3 Constraints: 3 2.3 Excel Solution. 6 2.3.1 Excel Solution Embedded: 6 3. Analysis: 6 3.1 Sensitivity Analysis: Objective Function 6 3.2 Sensitivity Analysis:
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Managerial Economics MGCR 293 Practice Questions for the Final Examination 2010 - 2011 (Part 3) Please note that these sample questions are chosen from mass tutorial notes in previous years. Solutions are checked by my Teaching Assistant. Please e-mail me if any errors‚ calculations or otherwise‚ are detected. Regards‚ Dr. Salmasi 1) The Lamour Manufacturing Company’s short-run average cost function in 2001 is: AC = 5+6Q‚ Where Ac is the firm’s average cost (in dollars per unit of the
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for the total profit realized from an order for x pairs of shoes. c. What is the breakeven point? Information to solution: FC = $1000 VC per pair = $ 30 C = FC + VC = 1000 + 30x R= 40x П = TR –TC = 40x – (1000 + 30x) = 10x – 1000 [pic] 3. Micro media offers computer training seminars on a variety of topics. In the seminars each student works at a personal computer‚ practicing the particular activity that the instructor is presenting
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Chapter 2 ECONOMIC OPTIMIZATION QUESTIONS & ANSWERS Q2.1 In 2004‚ the second-largest U.S. long-distance telephone company eliminated about 2‚000 jobs at four call centers in Colorado‚ Iowa‚ Kansas‚ and South Carolina. "MCI must continue to revamp its cost structure to better position the company for future success‚" a company spokesperson said. Does this decision reflect an application of the global or partial optimization concept? Explain. ANSWER MCI=s decision to scale back employment at four
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and possible ways out of the dismal financial situation. His main thesis was that it was too early to analyze the many causes in detail but that the fundamental issue was a misjudging of risks taken and an inability to manage or curtail them. tC Were the wrong incentives given to those in financial institutions responsible for taking risks and those responsible for risk management? Were these two categories mismatched in terms of power within the organizations? Were the models used inadequate
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of $0.10 per unit. Its total and marginal cost functions are: TC = 5 - 0.5*Q + 0.001*Q2 MC = -0.5 + 0.002*Q‚ where TC is total cost ($) and Q is output rate (units per time period). (a) Determine the output rate that maximizes profit or minimizes losses in the short-term. R=P*Q=0.10*Q MR=0.10 MC=-0.5+0.002Q=0.10=MR ; 0.002Q=0.6 ; Q=300 (b) If input prices increase and cause the cost functions to become TC = 5 - 0.10*Q + 0.002*Q2 MC = -0.10 + 0.004*Q‚ what
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One of the most cherished British classics ever made‚ the T-Series sums up everything that was great about England‚ from a time when Britannia ruled the waves. Oozing quintessential British charm‚ the T-Series lasted two decades and encompassed five distinct derivatives. From the narrow-tracked TA to the Morgan-esque TF with its integrated headlamps and wider bodyshell‚ all these cars have their charms and are well supported by specialists around the country. However‚ while the T-Series was everything
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and the two symmetrically-independent intertetrahedral Fe-O-P bridging angles. The temperature reliance of this angle is illustrated using the Landau-type model: δ2 = 2/3 δ02 [1 + (1 – ¾ (T – Tc/T0 – Tc))^1/2]. δ0 represents the decline in the angle of tilt during the temperature transition (980K)‚ while the Tc represents the second order transition’s temperature. A fine fit to δ4 for FePO4 is derived by squaring this equation. At the transition from α to β phase‚ the atomic coordinates and cell parameters
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