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Cht1-Pre Lecture Quiz See Help Save & Exit Su 4 Problem 11-C Measuring Risk and Return Your Investment advisor belleves that
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Answer #1

a). Expected Return = \sum_{i=1}^{n} [Weight(i) * Return(i)]

= [0.05 * 12.32%] + [0.15 * 13.70%] + [0.20 * 7.90%] + [0.25 * 11.14%] + [0.35 * 7.15%]

= 0.616% + 2.055% + 1.58% + 2.785% + 2.5025% = 9.5385%, or 9.54%

b). Standard Deviation = [\sum_{i=1}^{n}{Weight(i) * (Expected Return - Return(i))2}]1/2

= [{0.05 * (9.5385% - 12.32%)2} + {0.15 * (9.5385% - 13.70%)2} + {0.20 * (9.5385% - 7.90%)2} + {0.25 * (9.5385% - 11.14%)2} + {0.35 * (9.5385% - 7.15%)2}]1/2

= [0.39%2 + 2.60%2 + 0.54%2 + 0.64%2 + 2.00%2]1/2 = [6.16%2]1/2 = 2.48%

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