Bond returns calculator
[DOC File]RETURN CALCULATIONS
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To annualize returns and standard deviations from periodic returns and standard deviations use the following set of equations which assumes compounding. Note: m is the number of periods per year. Monthly Annual w/ compounding Annual w/o compounding Mean return 1.1196% 14.2928% 13.4352% Standard deviation 4.3532% 17.1313% 15.0799%
[DOC File]The International Cost of Capital and Risk Calculator (ICCRC)
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The spread between the country’s government bond yield for bonds denominated in U.S. dollars and the U.S. Treasury bond yield is “added in.” The bond spread serves to increase an ‘unreasonably low’ cost of capital into a number more palpable to investment managers. For the details of this procedure, see Mariscal and Lee (1993).
[DOC File]Bonds, Instructor's Manual
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Another way to view this problem is from an opportunity point of view. A one-month bond can be reinvested at the new rate very quickly, and hence the opportunity to invest at this new rate is not lost; however, the long-term bond locks in subnormal returns for a long period of time. 4-7 a. VB = = = PMT((1- 1/(1+rdn))/rd) + FV(1/(1+rd)n).
[DOC File]Chapter 7
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If your required rate of return were 12 percent, you should be willing to buy the bond at any price below or equal to $908.86 (using the tables) and $908.88 (using a calculator). Value at 3% = $1,000
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