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Course: BIOL 2107, Spring 2012
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4401 Econ International Economics Deniz Cicek University of Minnesota Fall 2009 Assignment 1-Answer Key (Maximum Points: 100) Multiple-Choice Questions (Each question is worth 3 points. Explanation is not required) 1. The difference between a country's Gross National Product (GNP) and its Gross Domestic product (GDP) is that (a) GNP refers to production within the nation while GDP refers to production by...

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4401 Econ International Economics Deniz Cicek University of Minnesota Fall 2009 Assignment 1-Answer Key (Maximum Points: 100) Multiple-Choice Questions (Each question is worth 3 points. Explanation is not required) 1. The difference between a country's Gross National Product (GNP) and its Gross Domestic product (GDP) is that (a) GNP refers to production within the nation while GDP refers to production by domestic factors no matter where they are located. (b) GNP is always bigger than GDP. (c) GDP refers to production within the nation while GNP refers to production by domestic factors no matter where they are located. (d) Two of the above are true. 2. (a) (b) (c) (d) Which of the following is true? Much of the trade of the European Union (EU) countries is with EU countries. Industrialized countries tend to trade relatively little and largely with developing countries. Developing countries in Africa and South America tend to trade the most and largely with themselves. All of the above are true. 3. ________ analysis by economists refers to the attempt to answer questions such as what are the effects of a tax on production and consumption decisions. (a) Positive (b) Negative (c) Normative (d) Investigative Answer questions 4-6 based on the following PPF. 4. The relative price of S (in terms of T), PS/PT, is (a) 2. (b) . (c) 500. (d) 1000. 1 5. (a) (b) (c) (d) The relative price of T (in terms of S), PT/PS, is 2. . 500. 1000. 6. (a) (b) (c) (d) If the relative price of T were to increase, then the price line would shift out in a parallel fashion. shift in a parallel fashion. become steeper. become flatter. 7. (a) (b) (c) (d) In autarky, when a community maximizes its standard of living, its consumption point is below the production possibility frontier. on the production possibility frontier. above the production possibility frontier. cannot tell without more information. Answer questions 8-11 based on the following diagram 8. (a) (b) (c) (d) In autarky, the economy would be in general equilibrium at point I. D. E. F. 9. If tastes were to change so that S became more preferred relative to T, then, in autarky, production and consumption would move from their initial equilibrium to a point such as (a) C. (b) D. (c) E. (d) F. 10. (a) (b) (c) (d) Which of the following is true? The relative price of S is higher at G than at D. The relative price of T is higher at C than at F. A move from C to D would raise community satisfaction. All of the above are true. 2 11. point (a) (b) (c) (d) In autarky equilibrium, the relative price is given by the slope of the production possibility frontier at D. E. F. Can't answer without more information. 12. If the autarky price of S were lower in country A than in country B, then if trade were allowed (a) A would likely export S to B (b) A would likely import S from B (c) Neither country would want to trade. (d) None of the above. Tools of Analysis of International Trade Models 13. (4) Using the following data, calculate the countrys nominal and real GDP levels. S 20 20 PS $5 $10 a. b. PT $1 $2 T 15 15 Using GDP = PS S + PT T to calculate nominal GDP, and GDP/PT = (PS/PT) S + T to calculate real GDP, we find: a. b. Nominal GDP $115 $230 Real GDP 115 115 14. (2) Using your calculations from question 13, compare changes in nominal and real GDP between cases a. and b. Explain your result. Real GDP is constant in cases a. and b. because real output is the same in the two casesonly the prices have changed. Since the prices doubled, we would expect nominal GDP to double as well. 3 15. (6) Chapter 2, Question 11 Suppose that a small, tropical country produces mangoes for domestic consumption and possibly for export. The national demand and supply curves for mangoes in this country are given by the following: P = 50 M P = 25 + M (national demand) (national supply) where P denotes the relative price of mangoes and M denotes the quantity of mangoes (in metric tons). (a) Illustrate these relationships geometrically. (b) What is the autarky price and quantity exchanged? (c) Suppose that the world price of mangoes is 45. Will this small country export mangoes? If so, how many tons? (a) Graph the demand and supply lines. (b) To find the autarky prices and quantities, the demand and supply equations must be solved simultaneously. To find M, set the right hand sides equal to each other. So doing, yields M = 12.5. Using this result, insert it into either equation find to P = 37.5. (c) Note that if the world price is 45 (>37.5), this country would be an exporter of mangoes. To find out how many it would export, calculate national demand and supply at P=45. From demand equation: 45=50-Md. Hence, quantity demanded is Md=5. From demand equation: 45=25+Ms. Hence, quantity supplied is Ms=20. Thus, this country will export: 20-5=15. 4 Classical Model of International Trade 16. Suppose that the United States and Mexico are the only countries in the world and that labor is the only productive input. In Mexico, it requires 12 hours of labor to produce a television (X) and 8 hours of labor to produce a computer (Y). In the United States, it requires 6 hours of labor to produce a television (X) and 6 hours of labor to produce a computer (Y). In other words, we have the following input requirement table: Hours of labor required to produce television (X) computer (Y) Mexico 12 8 U.S. 6 6 a) (4) What country has absolute advantage in the production of X? Y? Explain. The U.S. has absolute advantage in both goods because it requires fewer resources to produce the same amount of goods. b) (6) Determine the autarky (pre-trade) relative prices ( PX ) i.e. the price of a television (X) in units of PY computer (Y) in each country? PX Wages Mexico hours Mexico, X 12 = = = 1.5 PY Wages Mexico hours Mexico, Y 8 i.e. the price of a television is 1.5 computers. PX WUS hours US, X 6 In the U.S.: = = = 1 i.e. the price of a television is 1 computer. PY WUS hours US, Y 6 In Mexico: c) (8) Complete the following table. Units of labor required to produce Mexico U.S. television (X) 12 6 computer (Y) 8 6 Opportunity cost of producing 1 unit of X Y 12/8=1.5 8/12=2/3 1 1 d) (8) What country has comparative advantage in X? in Y? Explain. The U.S. has comparative advantage in X because the autarky (pretrade) relative price of X is lower in the U.S. or it can produce X with lower opportunity cost. Mexico has comparative advantage in Y because it can produce Y with lower opportunity cost. e) (8) Suppose that each country has 120 hours of labor available. Draw the PPF for each country and determine its slope. 5 25 Computers (Y) 20 15 Mexico's PPF U.S.'s PPF 10 5 0 0 5 10 15 20 Televisions (X) The slope of Mexicos PPF = -1.5. The slope of U.S.s PPF = -1. Notice that the absolute value of the slope of the PPF = opportunity cost of producing 1 unit of X. f) (2) Under the assumption in e) and the assumption that each country would like to consume equal number of televisions and computers, how many televisions and computers will be produced and consumed per year in each country if there is no trade? For Mexico, 17.5 Computers(Y) 15 12.5 10 Mexico's PPF Y=X 7.5 5 2.5 0 0 2.5 5 7.5 10 12. Televisions(X) to find optimal consumption and production, solve Y=15-1.5X and Y=X gives X=Y=6. So, the consumption and production in Mexico is 6 televisions and 6 computers. For the U.S., 6 25 Computers (Y) 20 15 U.S.'s PPF Y=X 10 5 0 0 5 10 15 20 Televisions (X) to find optimal consumption and production, solve Y=20-X and Y=X gives X=Y=10. So, the consumption and production in the U.S. is 10 televisions and 10 computers. g) (8) If Mexico and the U.S. form a free trade area, in what range would the terms of trade (that is, the price of a television (X) in units of computer(Y) under free trade) have to fall? Why? The terms of trade must lie between the two autarky relative prices in (b): 1<TOT (for x)<1.5. I.e., the rate of exchange for a television must be between 1 computer and 1.5 computers. If one television can be exchanged for less than 1 computer, the U.S. will not engage in trade with Mexico. If one television can be exchanged for more than 1.5 computers, Mexico will not engage in trade with the U.S. h) (8) Denote the wage rate in Mexico and the wage rate in the U.S. by WM and WUS , respectively. Denote the exchange rate that translate units of Mexican peso into $ by E. If balanced trade is to WUS occur along the lines of comparative advantage, in what range would the relative wage rate, , E * WM have to fall? For the U.S. to export its comparative-advantage good X, it must be that WUS WUS 6 <2 < 3 * WUS < E * 6 * WM or or E * WM 3 E * WM For Mexico to export its comparative-advantage good Y, it must be that WUS 4 E * 4 * WM < 3 * WUS or < 3 E * WM WUS 4 < 2. Combining the two conditions, it must be the case that < 3 E * WM 7
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SPSU - BIOL - 2107
Exam INAME (please PRINT):_MIM_In Questions 1-7: indicate whether the stated event, all else held constant, is expected to lead toappreciation (A), depreciation (B), or no change in the value (C) of the USD1)Increased US tourism to overseas destinati
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Exam IIPlease mark your answers clearlyNAME (PRINT): _1)Which of the following statements about the US inflation in the 1990s isincorrect?a)broadly defined inflation was relatively low (under 5% in each of theyears)b)inflation was felt at the sa
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Final Exam ReviewNote these sample questions relate to the material covered since the second exam only.Your final exam will be comprehensive, and you should use both of the exams to reviewthe previously covered material.1)If the marginal propensity t
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WorldAfghanistanAlbaniaAlgeriaAmerican SamoaAndorraAngolaAntigua and BarbudaArgentinaArmeniaArubaAustraliaAustriaAzerbaijanBahamas, TheBahrainBangladeshBarbadosBelarusBelgiumBelizeBeninBermudaBhutanBoliviaBosnia and HerzegovinaBo
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Chapter 1Economics:The World AroundYouEconomics, 7th EditionBoyes/MelvinWhy Study Economics? To answer questions like: Why do economies go through cycles? Why are some people unemployed whileothers are able to find jobs? Why do some jobs pay so
SPSU - BIOL - 2107
Chapter 2Choice,Opportunity Costsand SpecializationEconomics, 7th EditionBoyes/MelvinOpportunity Cost Opportunity cost: the value of thehighest-valued alternative that must beforgone when a choice is made. It is theevaluation of a trade-off. Ma
SPSU - BIOL - 2107
Chapter 3Markets, Demandand Supply, and thePrice SystemEconomics, 7th EditionBoyes/MelvinMarkets and Exchange Allocation Systems determine who gets goods andservices and who does not. A market is a place or service that enables buyers andsellers
SPSU - BIOL - 2107
Chapter 4The MarketSystem and thePrivate SectorEconomics, 7th EditionBoyes/MelvinPrivate vs. Public Sectors The private sector is made up of households,businesses, and the international sector. The public sector refers to activity by thevarious
SPSU - BIOL - 2107
Chapter 5The Public SectorEconomics, 7th EditionBoyes/MelvinThe Circular Flow: Households, Firms,Government, and Foreign CountriesCopyright Houghton Mifflin Company. All rights reserved.5|2Adam Smith and Efficiency Everyoneconsumers, firms, resou
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Chapter 6National IncomeAccountingEconomics, 7th EditionBoyes/MelvinMeasuring Economic Activity After being blind-sided by the Great Depression,policymakers decided that they neededmeasures of economic activity. Simon Kuznets collected and organi
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Chapter 7An Introductionto the ForeignExchange Marketand the Balanceof PaymentsEconomics, 7th EditionBoyes/MelvinForeign Exchange Foreign ExchangeForeign money, including paper money and bankdeposits that are denominated in foreign currency Fo
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Chapter 8Unemploymentand InflationEconomics, 7th EditionBoyes/MelvinBusiness Cycles Business Cycle: the pattern of real GDP risingand falling. Recession (Contraction): two or moresuccessive quarters of falling real GDP. Depression: a severe, pro
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Chapter 9MacroeconomicEquilibrium:AggregateDemand andSupplyEconomics, 7th EditionBoyes/MelvinThe Business Cycles Aggregate demand = total spending in theeconomy at alternative price levels. Aggregate supply = total output of the economyat alte
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Chapter 10AggregateExpendituresEconomics, 7th EditionBoyes/MelvinUnderstanding the Economy The U.S. economy has experienced elevenrecessions since 1945. In the 1990s and 2000s, the U.S. experiencedthe longest peacetime business-cycle expansionin
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Chapter 11Income andExpendituresEquilibriumEconomics, 7th EditionBoyes/MelvinEquilibrium In macroeconomics, equilibrium is the level ofincome and expenditures that the economytends to move toward and remain at untilautonomous spending changes.
SPSU - BIOL - 2107
Chapter 12Fiscal PolicyEconomics, 7th EditionBoyes/MelvinFiscal Policy Fiscal policy is a tool that governmentuses to guide the economy. By varying the level of governmentspending, policymakers can affect thelevel of real GDP.Copyright Houghton
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Chapter 13Money andBankingEconomics, 7th EditionBoyes/MelvinMoney is whatever is generally accepted inexchange for goods and servicesacceptednot as an object to be consumed but as anobject that represents a temporary abode ofpurchasing power to b
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he Impact of Iraq War on USA EconomyBy;Ishwar GurungFares AlamriHaleel AlanaziI n t r od u ct i onThe true cost of the war.How U.S Government payfor War.Conclusion.T h eT r u eCost of T h eI r aq WarDisability payments.The opportunity cost.P
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Solutions: Odd Chapter 61.The network model is shown.Atlanta1400Dallas3200Colum bus2000Boston140025000Phila.662123000NewOrleans576.3a.Ham ilton1400Bu tler2200Clerm on t330010500Southern1201512400b.Northwest215
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HomeworkSet2SolutionsOdd2.9.x2(150,225)200100(150,100)x10100200300-100-2001.2.11x2x1= 100Optimal Solutionx1 = 100, x2 = 50Value of Objecive Function = 750100x2 = 802x1+4x1=400x1010020022. 13.a.B86Feasible Regionco
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1.9.If a = 3, x = 13 1/3 and profit = 133If a = 4, x = 10 and profit = 100If a = 5, x = 8 and profit = 80If a = 6, x = 6 2/3 and profit = 671.15.a.b.Profit= 100,000x - (1,500,000 + 50,000x)50,000x = 1,500,000x = 30=0Build the luxury boxes.Pr
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Homework Set 1 Solutions to Odd ProblemsChapter 11.9If a = 3, x = 13 1/3 and profit = 133If a = 4, x = 10 and profit = 100If a = 5, x = 8 and profit = 80If a = 6, x = 6 2/3 and profit = 67Since a is unknown, the actual values of x and profit are no
SPSU - BIOL - 2107
LAPTOP SPECIALIST HIRING AND TRAINING PROGRAMAn Engineering ReportSubmitted to Phoenix Computer CompanybyCharles H. Reilly, Ph.D., CMSPDepartment of Industrial Engineering and Management SystemsUniversity of Central FloridaP.O. Box 162450Orlando,
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8/13/2010IntroductiontoLinearProgrammingPart1TypesoflinearprogrammingmodelsHowtoformulateanLPmodelPropertiesofLPmodelsOptimalsolution,optimalvalueandresourceconsumptionTypicalApplicationsofLPModels Determinetheproductionscheduleorinventorypolicy
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Learning Module 3: Using the ManagementScientist Software to Solve a Linear ProgrammingProblemLearning Objectives1.Understand how to input an LP formulation in the Management Scientist Software2.Use the Management Scientist software to solve an LP
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8/13/2010Remindertostudents:Beforeyoustartthelectureprintoutthepdf copyoflectureslidesprovidedtotakenotesonUsingManagementScientisttoSolveanLPMaximize: P(S , D) = 10S + 9D s.t.C.1C.2C.3C.40.7S0.5S1S0.1S+1D+ 0.8333D+ 0.6667D+ 0.25D63060
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LearningModule5:SolvingandInterpretingLPMsLearning Objectives:1.Interpret the reduced cost in the solution output2.Identify and interpret the slack and surplus variables in the MS software output3.Identify and interpret the significance of binding
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8/13/2010LearningModule5InterpretationandSensitivityAnalysisofSoftwareSolutionOutputLearningObjectives:Module5 Interpretthereducedcostinthesolutionoutput Identifyandinterprettheslack andsurplus variablesintheMSsoftwareoutput Identifyandinterpretth
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Learning Module 6: Selected Linear ProgrammingApplicationsLearning Objectives: Understand how to solve selected linear programming applicationsincluding but not limited to:1.Diet Design2Investment Portfolio (2.25)3.Make vs. Buy (3.14)4.Work Sch
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8/13/2010Module6:LinearProgrammingApplicationsDietDesignInvestmentPortfolio(2.25)Makevs.Buy(3.14)WorkScheduling(4.8)InLiveClassroomDietDesignAstudentwishestodesignthelowestcostdietfromthefollowingbasicfoodgroups:D.VFoodCostX1X2X3X4Brownie
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Learning Module 6: Selected LinearProgramming ApplicationsLearning Objectives: Understand how to solve selected linear programming applicationsincluding but not limited to:1. Optimizing Cargo Shipping on Ocean Vessel2. Air Conditioner Mfg. Product Mi
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Learning Module 6: Selected LinearProgramming ApplicationsLearning Objectives: Understand how to solve selected linear programming applicationsincluding but not limited to:1. Optimizing Cargo Shipping on Ocean Vessel2. Air Conditioner Mfg. Product Mi
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8/13/2010OptimizingCargoShippingAshiphastwocargoholds,oneforeandoneaft.Theforecargoholdhasaweightcapacityof70000poundsandavolumecapacityof30000cubicfeet.Theaftcargoholdhasaweightcapacityof90000poundsandvolumecapacityof40000cubicfeet.Theshipownerhasc
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LearningModule7:SunkCosts,RelevantCosts&amp;DualityLearning objectives1.Understand the distinction and significance of sunk costs and relevant costs.2.Interpret dual prices for sunk cost and relevant costs.3.Understand the concepts of duality and the
SPSU - BIOL - 2107
Learning Module 7 runs for a total time 56minutes and 22 seconds. The total time isshown on the far right of the play control bar at the very bottom of a lecture slide. Alsoshown is how many minutes you have watched the lecture up until where you are. T
SPSU - BIOL - 2107
LearningModule7SunkCostvs.RelevantCostInterpretationofDualPriceforSunkCostvs.RelevantCostDualityEconomicInterpretationoftheDualProblem/VariablesLearningObjectivesModule7 UnderstandwithinthecontextofanLPMthedistinctionbetweenasunkcostandarelevantc
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Learning Module 8: Network and DistributionProblemsLearning Objectives1.Be able to identify the special features of the transportation problem.2.Become familiar with the types of problems that can be solved by applying atransportation model.3.Be
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8/13/2010LearningObjectivesNetworkModelsNetworkRepresentationofLPMsEfficientrepresentationtosimplifyformulationNetworkcomprisesSetofnodesSetofarcsconnectingnodesFunctionsassociatedwitharcsShippingcostsCapacitiesTimetodoworkDistancesNetworkTyp
SPSU - BIOL - 2107
Module 9: Applications of Network ModelsLearning Objectives1.Be able to identify the special features of the transportation problem.2.Become familiar with the types of problems that can be solved by applying atransportation model.3.Be able to deve
SPSU - BIOL - 2107
8/13/2010TransportationProblemSupplyLessthanDemandCleveland i=15000Boston j=16000326Chicago j=24000Bedford i=25000York i=3250052St Louis j=3200045Lexington j=41500TransportationProblemCleveland i=15000Boston j=16000326Chica
SPSU - BIOL - 2107
Learning Module 10: Integer ProgrammingLearning Objectives:1.Be able to recognize the types of situations where integer linear programmingproblem formulations are desirable.2.Know the difference between all-integer and mixed integer linear programmi
SPSU - BIOL - 2107
8/20/2010IntegerProgrammingIPMorILPM LikeLPMsbutwithaddedconstraintthatsomeorallofthedecisionvariablesareintegers.Alsoincludesbinaryorcfw_0,1logicaltypedecisionvariablesTheintegerrequirementaddsaconstraintsotheobjectivefunctionvalueforIPMcannotbeb
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Learning Module 10: Applications of Integer LinearProgrammingLearning Objectives:1. Understand how ILP can be used to optimize locations for new plantsconstruction2. Understand how ILP can be used to optimize manufacturing operations withset up cost
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8/21/2010IntegerProgrammingApplicationsNewPlantsConstructionManufacturingwithSetUpCostPlantModernizationCapitalBudgetingNetworkApplicationNewPlantConstructionAcompanyhasamanufacturingplantlocatedinSt.Louiswithanannualcapacityof30Kunits.Therearedis
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Learning Module 12: Waiting Line ModelsLearning Objectives:1.Be able to identify where waiting line problems occur and realize why it is importantto study these problems.2.Know the difference between single-channel and multiple-channel waiting lines
SPSU - BIOL - 2107
WaitingLineAnalysisa.k.a Queueing TheoryWaiting Line AnalysisLearning Objectives Be able to identify where waiting line problems occurand realize why it is important to study these problems. Know the difference between single-channel andmultiple-ch
SPSU - BIOL - 2107
Learning Module 13: Waiting Line ModelsLearning Objectives:1.Be able to identify where waiting line problems occur and realize why it is importantto study these problems.2.Know the difference between single-channel and multiple-channel waiting lines
SPSU - BIOL - 2107
8/13/2010WaitingLineAnalysisPart2Generalnotation(alsocalledKendallnotation)forclassifyingwaitinglinesA/B/korA/B/k/x/yA probabilitydistributionofarrivalsB probabilitydistributionofservicetimesknumberofchannels(servers)x numberofunitsallowedinthesys
SPSU - BIOL - 2107
Learning Module 14: Simulation ConceptsLearning Objectives1.Understand what simulation is and how it aids in the analysis of a problem.2.Learn why simulation is a significant problem-solving tool.3.Understand the difference between static and dynam
SPSU - BIOL - 2107
Learning Module 12: Simulation AnalysisLearning Objectives1.Understand what simulation is and how it aids in the analysis of a problem.2.Learn why simulation is a significant problem-solving tool.3.Understand the difference between static and dynam
SPSU - BIOL - 2107
8/25/2010IntroductiontoSimulationLearningObjectives Understandwhatsimulationisandhowitaidsintheanalysisofaproblem. Learnwhysimulationisasignificantproblemsolvingtool. Understandthedifferencebetweenstaticanddynamicsimulation. Identifytheimportantro
Purdue - ME - 323
ME 323 Fall 2011 Homework 13 (Assigned 11/28, due 12/5)1.2.3.4.5.
Purdue - ME - 323
ME 323 Fall 2011 Homework 10 (Assigned 10/26, due 11/2)1.2.3.4.5.
Purdue - ME - 323
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Purdue - ME - 323
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Purdue - ME - 323
ME 323 Fall 2011 Homework 9 (Assigned 10/19, due 10/26)These problems should all use the discontinuity function method1.2.3.4.5.6.
Purdue - ME - 323
ME 323 Fall 2011 Homework 8 (Assigned 10/12, due 10/19)These problems should be solved by directly integrating the 2nd order moment curvatureequation for each separate region of loading. You should also choose constants of integration tomatch up the so
Purdue - ME - 323
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ME33 a 21 H m w r 6 A s nd / ,u 9 82 Fl 01 o e ok ( s ge 9 1de / )li221.2.3 F rh t nw lt u ret n( dt m n t m x u. o t h - a u l sco,a e r i h ai meilbai) e eemsert sit c ssco,n () e r i t vl o thasesnh r set nad b dt m n h a e fhreoi