Calculate the price
of the Bond? Or compute the price of a 10% coupon bond with 12 years of maturity
and par value of TK. 100,000.00 if the required yield is 12% .
When No. of years = 12 years |
We know that |
Given YTM=12% so r = .12 coupon rate = 10%=.10 no of periods n = 12 years |
FV par value = 100000.00 So c= 100000*.10 = 10000.00 |
=C×(1-(1+r)^(-n))/r+FV/(1+r)^n |
|
|
pv=10000×(1-(1+.12)^(-12))/(.12)+ 100000/(1+.12)^12 |
=61944.1642+25667.35 |
=87611.5142 |
So the price of the bond is TK. 87611.5142 |
PV= Present Value (Bond
Price)
C
= Periodic coupon payment
= Coupon rate * FV/ No of coupon payments in a year
FV= Face/Par value of
the bond
r = Yield to maturity (YTM)
n= No of periods till
maturity