Single Cash Flow PV = FV (1+r)n Annuity : FV = PV(1+r) n (1+r)" − 1 (1+r)n−1 * FVA = PMT FVAD = PMT (1+r) r PVA = PMT r 1 1 1 (1+r)n PVAD = PMT (1+r)*(1+r) r r r(1+r)n PMT = PV (1+r)n-1 Perpetuities PVP = PMT r
Single Cash Flow PV = FV (1+r)n Annuity : FV = PV(1+r) n (1+r)" − 1 (1+r)n−1 * FVA = PMT FVAD = PMT (1+r) r PVA = PMT r 1 1 1 (1+r)n PVAD = PMT (1+r)*(1+r) r r r(1+r)n PMT = PV (1+r)n-1 Perpetuities PVP = PMT r
Chapter4: Time Value Of Money
Section4.12: Uneven, Or Irregular, Cash Flows
Problem 1ST
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Question
Would you rather have a savings account that pays 5 percent interest compounded semiannually or one that pays 5 percent interest compounded daily? Explain. (LO 4-5)
Only use the equations in the picture please!!!!!!!

Transcribed Image Text:Single Cash Flow
PV =
FV
(1+r)n
Annuity
:
FV = PV(1+r) n
(1+r)" − 1
(1+r)n−1 *
FVA = PMT
FVAD = PMT
(1+r)
r
PVA = PMT
r
1
1
1
(1+r)n
PVAD = PMT
(1+r)*(1+r)
r
r
r(1+r)n
PMT = PV
(1+r)n-1
Perpetuities
PVP =
PMT
r
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