PROMISSORY NOTES
DEFINITION OF PROMISSORY NOTES
> Promissory notes are debt instruments
> Can be used by anyone who wants to borrow money from or lend money money to another person
> Made by the borrower
                   MAIN FEATURES OF PROMISSORY NOTES
MAKER ( BORROWER )
                                                          FACE      VALUE
> The person that signs the note.
                                                          >   The   amount       stated   on    the   note.
PAYEE ( LENDER )
                                                          MATURITY      VALUE
> The person who lends the money.
                                                          >   The   total   sum   of    money    which    the   payee      (lender)
                                                          will   receive    on    the   maturity      date.
DATE OF THE NOTE
> The date on which the note is made.
                                                          MATURITY      DATE
                                                          >   The   date    on   which    the   maturity      value   is   due.
TERM OF THE NOTE
> The length of time until the note is due for payment.
                   EXAMPLE
A promissory note dated 22 February 2015 reads 'three months from the date, I promise
to pay RM1000 with interest at 9% per annum'. Find the maturity value of the note.
t = 3/12                                       t = 3/12
P = RM1000                                     P = RM1000
r = 0.09                                       r = 0.09
S=?                                OR          S=?
S = P(1+rt)                                    S=P+I
S = RM1000 [ 1 + (0.09 X 3/12) ]               S = RM1000 + [ RM1000 X 0.09 X 3/12 ]
S = RM1022.50                                  S = RM1022.50
           > This charge is called interest in advance
           > The net amount received by the borrower is called the proceeds
           Eg : Borrow = RM1,000
               Interest in advance = RM120
               Proceeds = RM880
               Need to pay back = RM1,000
           > Bank discount = simple interest ; except that it is based on the final
BANK       amount (to be paid back) or maturity value.
DISCOUNT                               BANK DISCOUNT FORMULA
                           D = Sdt                         P = S(1-dt)
                  D = bank discount                 P = proceeds
                  S = amount of maturity value      S = amount of maturity value
                  d = discount rate                 d = discount rate
                  t = term of discount in years     t = term of discount in years
                  EXAMPLE
If Irdina need RM4,000 now, how much should she borrows from her bank for 2 years at a
12% bank discount rate?
t=2
P = RM4,000
d = 0.12
S=?
P = S(1-dt)
RM4,000 = S [ 1-(0.12X2) ]
RM4,000 = 0.76S
S = RM5,263.16
Thus, Irdina should borrow RM5,263.16 to get RM4,000 as proceeds.
      SIMPLE INTEREST RATE EQUIVALENT TO BANK
                   DISCOUNT RATE
An interest rate, r% and a discount          BANK DISCOUNT RATE   SIMPLE INTEREST RATE
rate, d% are said to be equivalent
if   the   two   rates   give   the   same
                                                     r                     d
present value for an amount due in           d =                  r =
the future.
                                                   1 + rt                1 - dt
THANK YOU HEHE
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                           Prepared   by   Raja   Nur   Izny   Kamaliyah