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Present Value (PV)
PMT x ((1-(1/(1+i)^n)/ i. n= # of compounds, i= required return
Future Value (FV)
PV x ( 1 + i)^n
Ordinary Annuity
If the first payment occurs at the end of the period
Annuity Due
Cash flow occurs at the beginning of the period
Annuity
A contract that provides a steady stream of income in exchange for a lump sum or a series of payments
FV of ordinary annuity
pmt[ (1+i)^n-1/i]
FV of annuity due
FV of ordinary annuity x (1+r)
Perpetuity
Set of cashflows that continues for ever (ex preferred stock)
PV of a perpetuity
PMT/i
Periodic rate (Iper)
stated annual rate/ Number of payments per yr
Effective annual rate (EAR)
[(1+APR/# of compounds)^# of compounds] -1