Change in bond price = -change in interest rates*modified duration
= 1%*13.8
I.e. 13.8%
Hence, bond price should increase by approximately 13.8%
Hence , the answer is D.
A bond has a MacD of 14.6, ModD of 13.8 and DV01 of $2.5. Suppose its...
A bond has a MacD of 14.6, ModD of 13.8 and DV01 of $2.5. Suppose its yield to maturity goes down one percentage point (e.g., from 5% to 4%). Which of the following is most likely to be true? [Hint: 1% = 100 basis points] A The bond's price should decrease by approximately $14.6. B The bond's price should increase by approximately $13.8. C The bond's price should increase by approximately $2.5. D The bond's price should increase by approximately...
A bond has a MacD of 14.6, ModD of 13.8 and DV01 of $2.5. Suppose its yield to maturity goes down one percentage point (e.g., from 596 to 496). Which of the following is the most likely to be true? The bond price should increase by approximately $13.8. The bond price should decrease by approximately $14.6. The bond price should increase by approximately 14.696. The bond price should increase by approximately $2.5. The bond price should increase by approximately 13.8%.
I am sorry that I have uploaded more than one question, because I still have many questions, but there are no more questions. I hope you can help me answer this question. If you can only answer one question, please do not answer this question, thank you. 1. 2. Example 5.12: A company had total revenues of $200 million, operating profit margin of 20%, and depreciation and amortization expense of $10 million over the trailing twelve months. The company currently...
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