FAR Module 13A Flashcards
When interest is compounded more than once a year what two extra steps are needed
1) multiply “N” by the number of times interest is compounded annually. This will give you the total number of interest periods
2) divide “I” by the number of times interest is compounded annually. This will give you the appropriate interest rate for each interest period
Define “compounding”
Earning interest on interest
Define “annuity”
A stream of equal payments
When is the payment paid for an Annuity Due
The beginning of the period
When is the payment paid for an Ordinary Annuity
At the end of the period
What is another term for an Ordinary Annuity
An annuity in arrears
This is a “less than” concept
Present value
What is the formula to calculate PV
1/(1+i)^n
How do you make your own PV table for an Ordinary Annuity? How do you change from PV$1 to PVOA$1?
Use the PV formula [1/(1+i)^n] to calculate the PV for each period - this is the PV of $1 (does not account for annuity)
The PVOA$1 for period 1 will be the same as the PV$1 for period one. For each period after that you add the previous pd of PVOA$1 + the current pd of PV$1
How do you convert the Ordinary Annuity table PV factors to an Annuity Due PV factor?
Multiply the ordinary annuity factor by (1+i)
When a note is exchanged for cash and no other rights or privileges are exchanged what is the present value of the note
The present value of the note is equivalent to the cash exchanged
The cash exchanged may not always be equal to the face amount of the note (the amount paid at maturity)
When the face amount of the note does not equal the present value, the difference is what
Recognized as either a discount or premium
This results when the face of the note exceeds its present value
A discount
This results when the present value of the note exceeds the face value
A premium
Loan origination costs are recognized by who
The lender only
There is no effect on the borrower