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FV/PValue
terms and basic info
Term | Definition |
---|---|
King Henry Died because drinking chocolate milk | kilogram,hectogram,decagram, base,decigram,centigram,milligram |
Interest rate per period | Nominal rate/periods per year(i) |
Compound Periods | Years * Period per year(n) |
CA(compound Amount) | TF * P(Table factor times Principle) |
Amount= | P(1 +i)^n |
APY | Total compound interest earned in 1 year/Principal |
PV(present Value) | PMT*1-(1 +i)-^n/1 |
Compound periods | years* Periods per year |
Compound Interest | Compound Amount-Principal |
P*T= | CA |
CI= | CA-P |
APY | annual percentage yeild |
Future Value of an annuity | total amount of the annuity payments and accumulated interest on those payments |
Present value of an annuity | lump sum amount of money that must be deposited now to provide a specified series of equal payments(annuity) in the future |
FV of ordinary anuity | pmt *(1 +i)^n-1/i |
simple annuities | annuties with the number of compounding periods per year coincide with the number of annuity payments per year |
Ordinary annuity | annuity that is paid or received at the END of each time period |
annuity due | annuity that is paid or recieved at the BEGINNING of each time period |
amortization | financial agreement whereby a lump sum obligation is incurred at compound interest now, such as a loan, and is paid off or liquidated by a series of equal periodic payments for a specified amount of time. |
FV of annuity due | pmt * (1 +i)^n/i *(1+i) |
PV of an ordinary annuity | PV=Pmt * 1-(1+i)-^n/i |
PV of an annuity due | Pmt * 1-(1+i)-^n/i * (1 +i) |
i | nominal rate *periods per year |
n | Years* periods per year |