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Question - Great Plains Corporation issued a 15-year 10% bond exactly eight years ago.
(a) If you bought $1000 of this bond exactly two years ago when the yield-to-maturity was 10%, how much did you pay?
(b) If the yield-to-maturity is 8.05% now, and the next coupon is in exactly six months, what is the value of the bond today?
(c) If you sold the bond today at that price, what would be your capital gain or loss expressed as an EAR?
(d) If in three years from now the bond price is $923, what would be the yield-to-maturity at that point, expressed as an APR with semi-annual compounding? To solve this you can use Excel IRR or goal seek function or a financial calculator etc.
It appears the annual payment required to reach your target is more than you can afford. If the most you can afford to invest each year is $1,200 what average annual rate of return must you earn in order to reach your target?
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