CFA二级押题密卷-模块三.docx
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1、1906高顿CFA押题密卷-LeVel2o。.UnPoBt5c.MM M- K wu。dnpopsBoUBUIJ-Vujkhh宫惇槌AnnaGu,CFA,recentlyhasbeenpromotedasthechiefinvestmentofficer(CIO)oftheM3GloryFund,aprestigiousboutiquefundinChinamarket.GuisreadingananalysisreportwrittenbyhercolleagueAngelZhouabouttheChinese5Gcommunicationindustry.Zhou,sreportinclu
2、destheresultsofaregressionofthemonthlyreturnstoa5Gcommunicationequityindexfortheprevious100monthsonvariablesrepresentingthemonthlyreturnstotheShanghai-Shenzhen300Index(CSI300),andthemonthlyreturndifferencebetweenlong-termandshort-termChinesegovernmentbonds(SPREAD).AnnaGudoubtsthatCSI300andSPREADarer
3、easonableindependentvariablesandwantstodetectmulticollinearity.Becausetheregressionhasonlytwoindependentvariables,GudecidestotestthesignificanceofthecorrelationbetweenCSI300andSPREADwithsignificancelevelof5%.UsingZhouzsdata,Gufindsthecorrelationcoefficientis0.18.GuisalsonotconvincedofthevalidityofZh
4、ou,smodelandthenrunsaregressionbyherself.GuzsregressionresultsarepresentedinExhibit1.Exhibit1:Gu,sRegressionModel5GCommunicationEquityIndexVariableCOeffidentt-statisticp-valueConstant0.02690.0180.95CSI30.46256.1900.01SPREAD1.12644.2800.01R20.40Durbin-WatsonStatistic0.84Durbin-Watsoncriticalvalues(5%
5、significance)1.631.72wantstousetheregressionresultstotestthishypothesiswithasignificancelevelof5%.Selectedvaluesofthet-distributionareshowninExhibit2.Exhibit2SelectedValuesofthet-Distribution(degreesOffreedom=df,one-tailedprobabilities三p)Dfp=0.05p=0.02511.6601.984IlO1.6591.9821201.6581.98021.6531.97
6、2OO1.6451.960Guangzhouoffice.Zengbelievesnon-stationaritymaybeaproblemandconductsDickey-Fullertestsforaunitrootoneachofthetimeseries.TheresultsarereportedinExhibit3.Exhibit3ResultsoftheDidcey-FullerTestsTimeSeriesValueOftheTestStatisticStandardErrort-StatisticSignificanceoftSGcommunicationequityinde
7、x1.6600.00231.5910.1123CSI31.6590.0724-5.8460SPREAD1.6580.043-13.510ZengtellsGuitispossibletofindmorethanonemodelsevenwithsamedataset,thustheremustbeacriteriontoselectthemostaccurateone.Gustates,zzTherootmeansquarederror(RMSE)criterionistypicallyusedtoevaluatetheout-of-sampleforecastaccuracy7.Zengre
8、plies,z1fweusetheRMSEcriterion,themodelwiththesmallestRMSEistheoneweshouldjudgeasthemostaccurate/EO。.UnPoBt5c.MMM-Kwu。doM0。UBUIJ-V工JSH三裾-BWnOOeISoIUS-SlUBlUSelSMU-MO-OJ一jlJolpzM、a-UOII#叶7珊翅Eo。.UnPoBt5c.MMM-Kwu。doM0。UBUIJ-V工JSH三裾-S-vLLJQe-dsUOlu-*ooUo-SSjicidlInoqe-ttS-SBqlOdAqSJDOI-l-Uo-SrIPUOJPUeOR
9、S-IeISzzx-SI-nsJUo万SBOIjoOIooIUpuedP0SloOJ-un-q三xs-qro一eIUePUBdePU-一U-q11J-JeAIU山pudPJoJaSnpUouU-100J-UneJoJIS山一-1s#叶7珊翅ThenullhypothesisisHO:gl=0versusthealternativehypothesisHa:gl0.Ifthenullhypothesisfailstoberejected,thenthepossibilityexiststhatthetimeserieshasaunitrootandisnonstationary.Basedont
10、het-statisticandtheirsignificancelevelsinExhibit3,thenullhypothesisisrejectedforbothCSI300andSPREAD(i.e.,theindependentvariables),butthenullhypothesisisnotrejectedforthe5Gcommunicationequityindex(dependentvariable).Therootmeansquarederror(RMSE)criterionisusedtocomparetheaccuracyofregressivemodelsinf
11、orecastingout-of-samplevalues,andthemodelwiththesmallestRMSEisjudgedthemostaccurate.RosaSalazar7CFA,isafixedincomeanalystinAlitaFund.Sheisspecializedinthequantitativearea.Recently,sheconductsaresearchonTreasuryyieldsandbelievesthattheTreasurybondyieldsarecorrelatedwiththeFederalFundsrate(FFR)andtheu
12、nexpectedinflationrate(UIR).Aftertheanalysis,shecollects60monthlydatatosetupthequantitativemodel.TheregressionresultsarelistedinExhibit1andtheregressionmodelisasfollows:Treasuryyields=h0+b1FFR+b2UIR+Exhibit1ResultsfromRegressingTreasuryBondReturnsonFFRandUIRCoefficientStandardErrort-StatisticInterce
13、pt1.83210.118915.4087FFR1.01580.27633.6764UIR0.78510.15345.1180Afteranalysis,SalazarwonderswhethertheerrorsareconditionallyHeteroskedastic.Basedonhercalculation,theteststatisticis8.46.Then,sheperformsastatisticaltesttodetermineifconditionalHeteroskedasticityispresentatthe0.05significancelevel.Itiskn
14、ownthattheteststatisticcriticalvaluewith2degreesoffreedomatthe0.05significancelevelis5.99.Beforeapplyinghermodel,SalazarasksthemanagerofAlitaFund,JamesCameron,toreviewthemodelsspecificationandresults.CameronremindsherthatifthemodelsuffersfromconditionalKeteroskedasticity,theresultscanbeunreliable.Th
15、enhemakestwostatementsabouttheconsequencesofconditionalKeteroskedasticity.Statement1ConditionalHeteroskedasticitywillresultinconsistentcoefficientestimates,butboththet-statisticsandF-statisticwillbebiased,resultinginfalseinferences/underestimatedandt-teststatisticscomputedwillbeinflated,suggestingth
16、atthereisnosignificantrelationshipwhentherelationshipactuallyexists(TypeIlerror)/AfterdetailedanalysisforconditionalHeteroskedasticity,SalazarthenrunsaDurbin-Watsontesttotestwhethertheserialcorrelationexists.CameroninspectsSalazar,soutcomesandasksherhowtocorrecttheviolationsifbothconditionalHeterosk
17、edasticityandtheserialcorrelationexist.SalazarrealizesthatapossibleremedialactionistoadjustthecoefficientstandarderrorsbyWhitesmethodorHansensmethod.ShewonderswhichmethodismostsuitableforthecircumstancedescribedbyCameron.Finally,SalazarcalculatesthesamplecorrelationbetweentheFederalFundsrate(FFR)and
18、theunexpectedinflationrate(UIR)using60monthlydata,andgetstheresultfor0.52.Giventhesignificancelevelof5%,shewantstodeterminewhetherthecorrelationcoefficientisstatisticallysignificant.Thecriticalvalueforthetest7.TodetermineifconditionalHeteroskedasticityispresent,whichofthefollowingstatisticaltestssho
19、uldbeperformedandwhatcanbeconcludedfromthetest?A.Breusch-Pagan2test.NoconditionalHeteroskedasticityexists.B.Breusch-Pagan2test.ConditionalKeteroskedasticityexists.C.F-test.ConditionalKeteroskedasticityexists.WhentestingforconditionalHeteroskedasticity,Breusch-Pagan2testshouldbeused.Thenthenullhypoth
20、esisofBreusch-Pagan2testisnoconditionalHeteroskedasticity.Becausetheteststatisticis8.46andthecriticalvalueis5.99,weshouldrejectthehypothesisofnoconditionalKeteroskedasticityatthe0.05level.Therefore,weneedtocorrectforconditionalKeteroskedasticity.Eo。.UnPoBt5c.MMM-Kwu。doM0。UBUIJ-V工JSH三裾0。S-TlU山UJSSA-U
21、op-JJ03S-Alp一pp-S0名BU0三pu8Jooubj0WEecu0SIU一u-o-Eroouz.#叶珊翅Statement1iscorrectbecausetheconditionalKeteroskedasticityresultsinconsistentparameterestimates,butbiased(upordown)standarderrors,t-statistics,andF-statistics.Statere2S62BSncorrectbea0etbQnflatedt-teststatisticswillsuggestsignificantrelations
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