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Bonds A and B have 3-year maturity. Bond A has coupon rate 2% and trades at $985,76. Bond B has coupon rate 4% and trades at $1,042.92. A zero-coupon bond with 1-year maturity trades at 977.52. All bonds have a face value of $1,000.
(a) Compute the one-year spot rate. Compute the two- and three-year rates under the assumption that they are equal.
(b) Suppose that one year from today (just after bonds A and B pay the first coupon payments) the term structure becomes flat at 2.45%. Compute the one-year return of an investment in each of Bonds A and B. That is, the investor buys a bond today, and sells it one year from today just after bonds A and B pay the first coupon payments. Compare the two returns (return of investing in bond A to the return of investing in bond B) and explain the intuition behind the comparison.
(c) Suppose that the investor holds Bonds A and B until maturity, investing the coupons at the relevant spot rates. Suppose that one year from today (just after bonds A and B pay the first coupon payments) the term structure becomes flat at 2.45%. Suppose also that the term structure remains flat at 2.45% until the bonds mature. Compute the annualized three-year return of the investment in each of the two bonds. Compare the two returns and explain the intuition behind the comparison.
Finance is about Gunns Ltd, a company in dealing with forestry products in Australia. The company has also been listed in Australian Stock Exchange. As many companies producing forestry products, even Gunns Ltd is facing various problems. Due to the ..
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