a 10-year 5% ABC company bond is callable after 7 years and trades at par. Regular 7 and 10-year borrowing costs for the company are 4 % and 4.5%, respectively. Interest is paid semi-annually. The approximate value of the call option is.
Value of call option will be given by following formula
value of call = (coupon + (face vale - call vale)/n)/(face value + call value)/2
= (5 + (100 - 100)/7)/(100 + 100)/2
= 5%
Correct answer is option c. 5%
a 10-year 5% ABC company bond is callable after 7 years and trades at par. Regular...
company issues a 10 year, callable bond at par with 8% annual coupon payments. The bond can be called in four years, or any time after that, on a coupon payment date. The call price is $105 per $100 of face value. Which is closest to the yield to call?
Assume that a 12-year semi-annual, 8% bond is callable after 5 years at 105% of par value and the discount rate in today’s market is 5%. Using the price-to-worst method, what is the value of this bond? $1,000 $1,149 $1,170 $1,268 $1,010
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Question 5 10 pts Estimate the yield to call of a bond that is $1,000 par, semi-annual coupon payments, 25 years to maturity, 10% coupon, and is currently selling for $1.200. The bond is callable in 7 years at a 12% call premium. Note: Show your answer in units of percents, use plain numbers with at least two digits after the decimal (e.g., for 12.34%, type 12.34).