Last year Charlie Investments issued a 10 year, 12% semiannual coupon bond at it's par value of $1000. Currently the bond can be paid in 4 years at a price of $1060 and it sells for $1100. Calculate the bond's nominal yield to maturity and it's nominal yield to call. Would an investor be more likely to earn the YTM or the YTC? Briefly explain your answer.
Solution
Coupon Bond's Par/ Face Value
Annual Rate
Semiannual rate
Maturity Period years
Years to call yrears
Call-able Price
Call-able Sale Price
We know the formula,
Annual Coupon Payment Par value Annual coupon rate
Replacing vales, we get
Annual Coupon Payment
Now, the current yield is
Bond's nominal yield to maturity is calculated by taking promised interest rate and multiplying by the number of years until maturity
Therefore,
Bond's nominal yield to maturity
Yield to Call is calculated as
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