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You own a bond with an annual coupon rate of 5% maturing in two years and priced at 85%. Suppose that there is a 23% chance that at maturity the bond will default and you will receive only 45% of the promised payment. Assume a face value of $1,000.
A. What is the bond's promised yield to maturity?
B. What is its expected yield (i.e., the possible yields weighted by their probabilities)?
Assume the term structure remains constant and that you sell the bond after holding it only three years. For what price can you sell it?
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