Given for Ford Motor Co.
6.8% annual paying coupon bond, with face value of $1000 & yield to maturity of 6.1%
Next coupon is due tomorrow, and time to maturity is 28 years,
So, bond will pay 28 coupon of $68 every year, and at the end of year 28, it will also pay Face Value.
So price of the bond is Sum of all coupons and principal discounted at YTM.
So price today = 68 + 68/1.061 + 68/1.061^2 + 68/1.061^3 + ... + 68/1.061^27 + 68/1.061^28 + 1000/1.061^28
using formula for sum of a GP S = a(1-r^n)/(1-r)
here a = 68, r = 1/1.061 and n = 29
we get Price today = 68*(1 - (1/1.061^29))/(1 - (1/1.061) + 1000/1.061^28 = $1160.89
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