Compute the current yield and the promosed yield

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Dave and Marlene Carter live in the Boston area, where Dave has a successful orthodontics practice. Dave and Marlene have built up a sizable investment portfolio and have always had a major potion of their investments in fixed-income securities. They adhere to a fairly aggressive investment posture and actively go after both attractive current income and substantial capital gains. Assume that it is now 2010 and Marlene is currently evaluating two investment decisions; one involves an addition to their portfolio, the other a revision to it. The Carters' first investment decision involved a short-term trading opportunity. In particular, Marlene has a chance to buy a 7.5%, 25 year bond that is currently priced at $852 to yield 9%; she feels that in two years the promised yield of the issue should drop to 8%. The second is a bond swap. The Carters hold some Beta corporation 7%, 2023 bonds that are currently priced at $785. They want to improve both current income and yield-to-maturity, and are considering one of three issues as a possible swap candidate: (a) Dental Floss, Inc. 7.5%, 2035, currently priced at $780; (b) Root Canal Products of America, 6.5%, 2023, selling at $885; and (c) Kansas City Dental Insurance, 8%, 2024, prices at $950. All of the swap candidates are of comparable quality and have comparable issue characterisitcs.

b) Regaurding the bond swap opprtunity:

1. Compute the current yield and the promosed yield (use semianual compunding) for the bond the Carters currenty hold and for wach of the three swap candidates

2. Do any of the three swap candidates provdie better current income and/or current yield than the Beat corporation bonds the Carters now hold? If so, which one(s)?

3. Do you see any reason why marlene should switch from her present bond holding into one of the other three issues? If so, whuch swap candidate would be the best choice? Why?

Reference no: EM131184990

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