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日期: 2019-08-19 16:54:10 作者: 杨煜祺

6.Afirmisexpectedtohavefouryearsofgrowthwitharetentionratioof100percent.Afterwardsthefirm’sdividendsareexpectedtogrow4percentannually,andthedividendpayoutratiowillbesetat50percent.Ifearningspershare(EPS=$2.4inyear5andtherequiredreturnonequityis10percent,whatisthestock’svaluetoday?Selectexactly1answersfromthefollowing:

A.$20.00.

B.$13.66.

C.$30.00.

D.$40.23.

7.Theearningsmultipliermodel,derivedfromthedividenddiscountmodel,expressesastock’sP/Eratio(P0/E1)asthe:Selectexactly1answersfromthefollowing:

A.expecteddividendinoneyeardividedbythedifferencebetweentherequiredreturnonequityandtheexpecteddividendgrowthrate.

B.expecteddividendpayoutratiodividedbythedifferencebetweentherequiredreturnonequityandtheexpecteddividendgrowthrate

.C.expecteddividendpayoutratiodividedbythesumoftheexpecteddividendgrowthrateandtherequiredreturnonequity.

D.dividendyieldplustheexpecteddividendgrowthrate.

8.WhichofthefollowingstatementsaboutreturnobjectivesisFALSE?Selectexactly1answersfromthefollowing:

A.Toachievethecapitalappreciationobjective,thenominalrateofreturnmustexceedtherateofinflation

B.Thetotalreturnobjectiveisriskierthanthecurrentincomeobjective.

C.Toachievethecapitalpreservationobjective,thenominalrateofreturnmustexceedtheinflationrate

D.Thetotalreturnobjectiveislessriskythanthecapitalappreciationobjective.

9.Ananalystiscurrentlyconsideringaportfolioconsistingoftwostocks.Thefirststock,RembaCo.,hasanexpectedreturnof12percentandastandarddeviationof16percent.Thesecondstock,Labs,Inc,hasanexpectedreturnof18percentandastandarddeviationof25percent.Thecorrelationofreturnsbetweenthetwosecuritiesis0.25.Iftheanalystformsaportfoliowith30percentinRembaand70percentinLabs,whatistheportfolio’sexpectedreturn?Selectexactly1answersfromthefollowing:

A.15.0%.

B.17.3%.

C.16.2%.

D.21.5%.

10.WhichofthefollowingstatementsregardingtheMarkowitzmodelofportfoliotheoryisFALSE?Themodelassumesinvestors:Selectexactly1answersfromthefollowing:

A.evaluateinvestmentopportunitiesasaprobabilitydistributionofexpectedreturnsoversometimeperiod.

B.viewthemeanofthedistributionofpotentialoutcomesastheexpectedriskofaninvestment.

C.estimateaportfolio’sriskonthebasisofthevariabilityofexpectedreturns.

D.preferhigherreturnstolowerreturnsiftheexpectedriskisthesame,andlessrisktomoreriskiftheexpectedreturnisthesame.


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