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1、TimeValueofMoneyModule3copyStudent:___________________________________________________________________________1.Compoundingistheconversionoffuturecashflowamountstotheirpresentvalue.??True????False?2.Theinterestthataccruesonboththeprincipalandthepastunpaidaccruedinterestiscalledcompoundinterest.??
2、True????False?3.Thefuturevalueofasinglesumistheoriginalprincipalamountplusthecompoundintereststatedasofaspecificfuturedate.??True????False?4.Theformulatocomputethefuturevalueofasinglesumis:FV=PV′(1-i)n.??True????False?5.Discountingistheprocessofconvertingafuturecashflowtoapresentvalue.??True????F
3、alse?6.TheformulatocomputethepresentvalueofadollarisPV=FV′.??True????False?7.Anannuityisaseriesofequalcashflowsoccurringatirregularintervalswithinterestcompoundedataspecificrate.??True????False?8.Anordinaryannuityisifthecashflowsoccuronthefirstdayofeachperiod.??True????False?9.Thefuturevalueofano
4、rdinaryannuityisdeterminedimmediatelyafterthelastcashflowintheseriesoccurs.??True????False?10.Theformulaforthefuturevalueofanordinaryannuityofanyamountis:??True????False?11.Thefuturevalueofanannuitydueisdeterminedoneperiodafterthefirstcashflowintheseries.??True????False?12.Thepresentvalueofanannu
5、ityisthepresentvalueofaseriesofequalcashflowsthatoccurinthefuture.??True????False?13.Tocalculatethepresentvalueoffourannualinstallmentsof$1,000atan8%interestratebeginningonJanuary1,2013andpaymentsdueonDecember31ofeachyear,onewouldusethepresentvalueofanordinaryannuitytable.??True????False?14.Thefo
6、rmulatocalculatethepresentvalueofanordinaryannuityis:??True????False?15.Thepresentvalueofanannuitydueisdeterminedonthedateofthelastcashflowintheseries.??True????False?16.Tocalculatethepresentvalueofanannuityduetheformulais:??True????False?17.Thepresentvalueofadeferredannuityisdeterminedontoday’sd
7、ate,becausetheannuitypaymentsbeginsomeperiodaftertoday’sdate.??True????False?18.Theformulatocalculateapresentvalueofadeferredannuityis:PVdeferred=C′(ConvertedFactorforPresentValueofDeferredAnnuityof1)??True????False?19
