The range would be 2.5 percent to 10.1 percent.
Expected return is an important financial concept investors use when determining where to invest their funds. Calculating the expected return of a specific investment or portfolio allows you to anticipate the profit or loss on that investment based on its historical performance.
Expected return = (return A x probability A) + (return B x probability B).
Since the bond holds that 68% of data lies within 1 standard deviation of the mean, the range will be +/- 1 standard deviation from the mean.
Expected return = (return A x probability A) + (return B x probability B)
Expected return = (6.3%-3.8%) to (6.3%+3.8%)
Expected return = 2.5 percent to 10.1 percent
Hence, The range would be 2.5 percent to 10.1 percent.
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