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You plan to invest $1.000 in corpore bond fund or in a common stock und The Wormation to the right to the amaretum per 1.000)

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You plan to invest $1.000 in corpore bond fund or in a common stock und The Wormation to the right to the amaretum per 1.000) of each of these investments under different economic conditions is allong with the probability that each of these conditions will complete per a tough (d) below Corporate Comment Bond Fund Stock Fund Economie Probability Condition 002 Extreme 0.00 Recension 015 Stagnation 0.30 Slow growth 035 Moderate growth 0.10 High growth -70 30 10 20 110 -300 -100 100 150 300 Compute the expected retum for the corporate bond land and for the common stock und The expected return for the corporate bond tundis (Round to two decimal places needed) The expected return for the common stock und is (Round to two decimal places as needed) b. Compute the standard deviation for the corporate bond und and for the common wond The standard deviation for the corporate bond tundin (Round to two decimal places needed) The standard deviation for the common stock und is Round to two decimal places needed) 6. Would you in the corporate bond fund or the common stock fund? Explain und should be chosen. Since the dard deviation for the common stock fundis that for the corporate bond fund, the common und d. If you chose to invest in the common stock fund in (c), what do you think about the possibility of losing $990 of every $1,000 invested if there is an extreme recession? A. If you chose the common stock fund, you would need to assess your reaction to the small possibility that you could lose 50% of your entire investment OB. If you chose the common stock fund, you would need to assess your reaction to the high possibility that you could lose virtually all of your entire investment OC. If you chose the common stock fund, you would need to assess your reaction to the small possibility that you could lose virtually all of your entire investment OD. If you chose the common stock fund, you would need to assess your reaction to the high possibility that you could lose 50% of your entire investment

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