In: Finance
Happy Hour Inc. has $1,000 par value bonds with 6% coupon rate and 6 years to maturity. If your required rate of return is 8%, what should be the price of the bond if the bonds pay interest semi-annually?
Select one:
a. $849.28
b. $1,187.70
c. $1,099.54
d. $906.15
e. $907.54
Frequency in a year | 2 | ||
YTM | 8.00% | ||
Coupon rate | 6.00% | ||
Face value | $ 1,000 | ||
Coupon payment | $ 30 | =1000*6%/2 | |
Years to maturity | 6 | ||
No. of periods | 12 | ||
4.00% | |||
Year | Cash Flow | PV factor = 1/ (1+r)^t | PV |
0 | $ - | 1.000 | $ - |
1 | $ 30.00 | 0.962 | $ 28.85 |
2 | $ 30.00 | 0.925 | $ 27.74 |
3 | $ 30.00 | 0.889 | $ 26.67 |
4 | $ 30.00 | 0.855 | $ 25.64 |
5 | $ 30.00 | 0.822 | $ 24.66 |
6 | $ 30.00 | 0.790 | $ 23.71 |
7 | $ 30.00 | 0.760 | $ 22.80 |
8 | $ 30.00 | 0.731 | $ 21.92 |
9 | $ 30.00 | 0.703 | $ 21.08 |
10 | $ 30.00 | 0.676 | $ 20.27 |
11 | $ 30.00 | 0.650 | $ 19.49 |
12 | $ 30.00 | 0.625 | $ 18.74 |
12 | $ 1,000.00 | 0.625 | $ 624.60 |
Total | $ 906.15 | ||
So the price of bond will be $ 906.15 |