My objective is to evaluate bond yields for selecting bond investments. (Problem 16-3). I have learned that bonds are basically long-term debt issued by an organization (they are IOU’s). I also learned that they are used to finance an organization’s long-term goals, such as building warehouse facilities. Government bodies use them to build infrastructures like roads and bridges. Investors invest in bonds similar to stocks.
| Harold Reese must choose between two bonds: | |||||||
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| a. Compute the current yield on both bonds. – SEE BELOW | |||||||
| b. Which bond should he select based on your answer to part a? – SEE BELOW | |||||||
| c. A drawback of current yield is that it does not consider the total life of the bond. – SEE BELOW | |||||||
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| d. Has your answer changed between parts b and c of this question in terms of which bond to select? – SEE BELOW | |||||||
| Solution | |||||||
| Problem 16-3 | |||||||
| Instructions: Enter formulas to complete the requirements of this problem. | |||||||
| Information for completing below: | |||||||
| Annual | Market | Years to | |||||
| Interest | Value | Maturity | |||||
| Bond X | $95 | $900 | 10 | ||||
| Bond Z | $95 | $920 | 2 | ||||
| a. Compute the current yield on both bonds. | |||||||
| Bond X | Bond Z | ||||||
| Current yield | FORMULA? | FORMULA? | |||||
| b. Which bond should he select based on your answer to part a? | |||||||
| c. A drawback of current yield is that it does not consider the total life of the bond. | |||||||
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| Yield to maturity | FORMULA? | ||||||
| d. Has your answer changed between parts b and c of this question in terms of which bond to select? |
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When investors like Harold Reese delve into the world of bond investments, they often encounter a range of factors to consider. Two crucial metrics for assessing bond choices are the current yield and yield to maturity. In this essay, we will explore how these metrics can influence investment decisions, using the example of Bond X and Bond Z, and highlight the importance of looking beyond the surface to make informed choices.
The current yield is a quick and simple metric that provides a snapshot of the income generated by a bond relative to its market value. The formula to calculate the current yield is as follows:
Current Yield = (Annual Interest Payment / Market Value) x 100%
For Bond X, with an annual interest payment of $95 and a market value of $900, the current yield is 10.56%. On the other hand, Bond Z, with the same annual interest payment but a market value of $920, has a slightly lower current yield of 10.33%.
Based on the current yield alone, one might instinctively opt for Bond X, as it offers a higher return on investment.
However, the current yield has a significant limitation: it does not consider the total life of the bond. This is where the yield to maturity (YTM) comes into play. YTM accounts for all factors influencing a bond’s return, including its market price, coupon payments, and time to maturity. The YTM calculation is complex and often requires financial calculators or software.
In this context, it’s mentioned that Bond X has an approximate YTM of 11.21%. To calculate the YTM for Bond Z, one would use the same methodology.
Now, let’s address the key question: Has the answer changed between the initial preference for Bond X based on current yield (part b) and the introduction of YTM (part c)? The answer is a resounding yes.
While Bond X initially appeared more attractive due to its higher current yield, a deeper analysis reveals that Bond Z might be a better option if its YTM exceeds Bond X’s by a significant margin. YTM provides a more comprehensive and forward-looking perspective, considering the bond’s entire life span.
Investors, including Harold Reese, need to consider both the current yield and YTM when selecting bonds to align their investment choices with their financial goals and risk tolerance. A higher YTM can compensate for a lower current yield, as it indicates a more favorable long-term return.
In conclusion, when evaluating bond investments, it’s essential to look beyond the surface and consider both current yield and YTM. These metrics offer different perspectives on potential returns, and the final decision should be based on a holistic analysis of both factors. Bond X might be the preferred choice based on current yield, but if Bond Z’s YTM significantly surpasses it, Harold and other investors should consider it a more attractive option.
By taking this comprehensive approach, investors can make informed decisions that align with their long-term financial objectives and risk preferences in the complex world of bond investments.
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