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Pfuture =
Ppresent (1 + r/100)ⁿ
population growth
effect/nominal rate:

how does n change in three different situations?
Payment at the beginning of the period: use n − 1
Payment at the end of the period: use n
Payment one period later than normal: use n + 1
annuity ~
a plan taking regular payments for lump sum/ investment
what to do if ‘on the day’ / ‘immediately’?
n + 1
what to do if it sits in bank or ‘last payment early’?
multiply by (1 + i)ⁿ
how to get interest paid?
Total Interest Paid = Total Payments - Principal Borrowed
* Total Payments = Payment Amount × Number of Payments
when to use Pv? (3)
loans/bond, retirement (at retirements to see series of payments), withdrawals from sum of money,
when to use Fv? (2)
savings, retirement (before retirement when saving), sinking fund
what to do if loan taken and payment made at same time?
P must be subtracted from an original loan (seen as deposit
Outstanding balance =
A - Fv
What to do if there is an investment before?
add to formula
eg. investment + Fv
how does n work for effective rate?
normal none of this monthly business
Outstanding Balance =

how to get amount owed once you can pay?
Find how much interest was gained when you didn’t pay (compound)
Set ANS equal to Pv (n is installment number after OB)
Find unknowns
P ~
amount of loan taken
how to get ‘value of last payment’?
get OB
what to do when looking to trade-in?
original w/ interest - original w/ depreciation
what to remember?
dont round up even for payments or year
when doing outstanding balance, what to remember?
remember to subtract by price to pay off with compound interests loan
What to remember when solving for years or just n
Round up
Balance outstanding =
(Orignal loan to future date) - (Fv of payments made so far)
What to remember if using shares?
To get profit use the Fv - cost of shares
What does n in Fv and Pv give?
The number of months (payments depending on question but if monthly its just months)
Only need to fivide by 12 if they want the answer in years