A company has 6 percent coupon bonds that have 9 years left to maturity. The bonds make annual payments to their holders. The YTM on these bonds is 9 percent. Calculate the current bond price.
a. $779.14
b.$1,208.05
c. $820.14
d. $1,030.00
e. none of the above
Using financial calculator BA II Plus - Input details: |
# |
I/Y = R = Rate or yield / frequency of coupon in a year = |
9.000000 |
PMT = Coupon rate x FV / frequency = |
-$60.00 |
N = Number of years remaining x frequency = |
9 |
FV = Future Value = |
-$1,000.00 |
CPT > PV = Present value of bond = |
$820.14 |
Formula for bond value = |PMT| x ((1-((1+R%)^-N)) / R%) + (|FV|/(1+R%)^N) |
$820.14 |
Correct option is > c. 820.14
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