In: Finance
What is the yield to maturing for a 6% coupon bond, with semi-annual payments, with 15 years remaining to maturity and selling at a price of $912.36?
Par Value | Coupon interest Rate | Coupon Amount | |||
Coupon amount = | $ 1,000 | 6% | $ 60 | ||
Yield to Maturity of Bonds = ( C + ( F - P) / n ) / (F + P ) /2 | |||||
Coupon = | $ 60 | ||||
F = Par Value = | $ 1,000 | ||||
P = Market price = | $ 912 | ||||
n = Years to Maturity = | 15 | ||||
Yield to Maturity of Bonds = ( $ 60 + ($ 1000 - $ 912) / 15 ) / ($ 1000 + $ 912 ) /2 | |||||
Yield to Maturity of Bonds = ( $ 60 + 5.84 ) / $ 956.18 | |||||
Yield to Maturity of Bonds = $ 65.84 / $ 956.18 | |||||
Yield to Maturity of Bonds = 0.0689 or 6.89% | |||||
Answer = 6.89% | |||||