a). Annual coupon = coupon rate*par value = 6.25%*1,000 = 62.5
This will be paid at the end of each year till maturity.
Since, we are finding out the returns (and not absolute values), we can use values for a single bond. Return for one bond or n bonds will remain the same.
Holding period return = (ending price + annual coupon - beginning price)/beginning price
Since all prices are quoted as %age of par value, to convert to absolute numbers, we need to use quoted price%*1,000
The calculations are, as follows:
![Col.[a] Col.[b] Col.[c] Col.[d] Col.[e] Col.[f] Formula Bn En C (En + C-Bn)/Bn Beginning of End of the the year Year (n) 2010](http://img.homeworklib.com/questions/08948b80-00fc-11eb-b098-3574399deb69.png?x-oss-process=image/resize,w_560)
Holding period returns for the bond are given in Col.[e] above.
b). Comparing the average return with the market return, we see that the bond has outperformed the market as it has an average return of 12.10% whereas the market has an average return of 5.83%.
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Please help! Thank you!
Large Stocks Small Stocks Govt Bonds Corporate Bonds Investment High Grade Yield 11.3% 15.3% 7.0% 70% 7.6% Means Full Sample Business Cycles Recessions Expansions 5.6% 12.4% 7.8% 16.8% 12.3% 5.9% 12.6% 6.0% 7.4% 7.7% Consider the economic growth factor. What are good times and bad times? Are stocks high-economic-growth-beta assets or low economic-growth-beta assets? What about govt bonds? Assume that all investors dislike recessions. Which asset (stock vs. govt bond) should have a higher expected return?