Assume the following characteristics for a particular bond: Face value=$1000 Annual coupon payment-$60 (First payment due...
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Assume the following characteristics for a particular bond: Face value=$1000 Annual coupon payment-$60 (First payment due in 1 year) Internal yield to maturity = 7% Term= 3 years (i) Compute the Macaulay duration of the bond. (ii) Given your answer to part (i), compute the approximate change in the bond's value if the internal yield fell to 6.5 percent. (You should use the duration in part (i) for this computation.) (iii) Compute the actual change in the bond's value. Assume the following characteristics for a particular bond: Face value=$1000 Annual coupon payment-$60 (First payment due in 1 year) Internal yield to maturity = 7% Term= 3 years (i) Compute the Macaulay duration of the bond. (ii) Given your answer to part (i), compute the approximate change in the bond's value if the internal yield fell to 6.5 percent. (You should use the duration in part (i) for this computation.) (iii) Compute the actual change in the bond's value.
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To compute the Macaulay duration of the bond we need to calculate the present value of each cash flo... View the full answer
Related Book For
Investment Analysis and Portfolio Management
ISBN: 978-1305262997
11th Edition
Authors: Frank K. Reilly, Keith C. Brown, Sanford J. Leeds
Posted Date:
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