A stock had returns of 5, 14, 11, -8, and 6 percent over the past 5 years. The standard deviation for this stock’s returns is: 9.68% 7.74% 8.44% 7.49%
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A: The question is based on the concept of Portfolio Management.
Q: A stock had returns of 5, 14, 11, -8, and 6 percent over the past 5 years. The standard deviation…
A: mean of stock : mean x=sum of observationstotal number of observation standard deviation =∑nx-x2n-1
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A: Standard deviation is the variability in the stock returns over a period of time. The standard…
Q: You've observed the following returns on Crash-n-Burn Computer's stock over the past five years: 12…
A: Average Nominal Return = (12% -9% +20% +17% +10%) / 5 Average Nominal Return = 50%/5 Average…
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Q: You've observed the following returns on Crash-n-Burn Computer's stock over the past five years: 13…
A:
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A: Arithmetic mean = sum of returns
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A: a) Hence, the average real return is 11.20%.
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A: Risk free rate = 2.50% Return on small-company stocks = 17.13%
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A: Let Rn be the return in year n. R1 = 14% R2 = - 14% R3 = 16% R4 = 26% R5 = 10%
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A: Let Rn be the return in year n. R1 = -1.19% R2 = -2.89% R3 = 8.82% R4 = 6.3% R5 = 8.47%
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Q: You’ve observed the following returns on Yasmin Corporation’s stock over the past five years: 15…
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A stock had returns of 5, 14, 11, -8, and 6 percent over the past 5 years. The standard deviation for this stock’s returns is:
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9.68% |
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7.74% |
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8.44% |
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7.49% |
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- A stock has yielded returns of 6 percent, 11 percent, 14 percent, and -2 percent over the past four years, respectively. What is the standard deviation of these returns? Group of answer choices 5.52 percent 5.86 percent 6.05 percent 6.47 percent 6.99 percentA stock had returns of 11.57 percent, -15.55 percent, 21.95 percent, 27.00 percent, and 10.50 percent over the past five years. What was the geometric average return for this stock?You find a certain stock that had returns of 14 percent, -27 percent, 19 percent, and 21 percent for four of the last five years, respectively. The average return of the stock over this period was 9.5 percent. What is the standard deviation of the stock's returns?
- A stock had returns of 2 percent, 1.4 percent, -4.2 percent, 5.8 percent, -9.9 percent, and 17.8 percent over the past six years. What is the arithmetic average return for this time period? _____%Downtown Industries’ common stock had returns of 5.2, 10.3, 9.3, and 9.5 percent, respectively, over the past four years. What is the standard deviation of these returns?A stock has annual returns of 6 percent, 14 percent, -3 percent, and 2 percent for the past four years. The arithmetic average of these returns is ______ percent while the geometric average return for the period is percent. a. 6.33; 6.19 b. 4.57; 4.75 c. 6.19; 6.33 d. 4.75; 4.57
- A stock has had returns of 16 percent, 13 percent, 6 percent, -14 percent, -6 percent, and 18 percent over the last six years. What are the arithmetic and geometric returns for the stock?Over the past 5 years, a stock produced returns of 23 percent, -39 percent, 4 percent, and 16 percent, and -12 percent. Based on these 5 years, which of the following is true? Group of answer choices Average return is higher than standard deviation. Average return is equal to standard deviation. Average return is lower than standard deviation. Both average return and standard deviation are positive. Both average return and standard deviation are negative.A stock had returns of 18.94 percent, 22.58 percent, -15.98 percent, 9.38 percent, and 28.45 percent for the past five years. What is the average return? A) 12.67% B) 19.07% C)6.12% D) 7.19% E) 28%
- A stock has had returns of 14 percent, −18 percent, 2 percent, 33 percent, 27 percent, and 6 percent over the last six years, respectively. What is the geometric return for this stock?A stock has had returns of 11 percent, 15 percent, 19 percent, and -48 percent over the last four years. What is the geometric average return over this period?A stock has had returns of −19 percent, 29 percent, 24 percent, −10.1 percent, 34.8 percent, and 27 percent over the last six years. What is the geometric return for the stock?