1a)Giventhe following,calculatetheportfolio’sexpected return, variance,andstandarddeviation.

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1a)Giventhe following,calculatetheportfolio’sexpected return, variance,andstandarddeviation.

 

Investment

E(R)

StdDev

Weight

CorrelationCoefficient

A

0.05

0.07

0.50

0.7

B

0.09

0.07

0.50

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Assumethefollowingchangesoccur.

 

Investment

E(R )

StdDev

Weight

CorrelationCoefficient

A

0.05

0.06

0.472

0.8

B

0.09

0.075

0.528

 

 

 

1b)As aMarkowitz-efficientinvestor, whichportfoliowouldyouprefer,theoriginalportfolioorthis portfolio,andwhy?

 

1c)Oncethesechanges occur, is this portfolionowriskless?Explain.


2)Youhaveaportfolioof twoassets, onewith anexpected returnof10%andastandarddeviationof returnof9%,theotherwithanexpectedreturnof 10%andastandarddeviationofreturnof 8%. Together,theyhaveacovarianceof-.0072. Theyareequally weighted intheportfolio.

 

Is itpossible tocreatea risklessportfolioundertheseconditions.Why?Beasthoroughaspossible.

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

3a)InCapitalMarketTheory, whatistheriskmeasurefor anindividual investment?

3b)Whyisthis so?


5)InCapitalMarketTheory, weassumed no transactions costs,whichseemed unrealistic.However, thereareinstanceswhere thisassumptionisnotcompletelyinvalid. Onesuchcaseis residential real estate,whereonlythesellertypicallypays acommissionforatransaction. Assumethe risk-freerateis

6%,salescommissions are3%, andthe SMLis apositively-sloped line(i.e. normal). Inwords, graphs,or both, explainhowthistypeof commissionwouldalterthe SMLandthe pricingofresidentialreal estate assets


 

  • 11 years ago
1a)Giventhe following,calculatetheportfolio’sexpected return, variance,andstandarddeviation.
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