Essentials Of Investments
11th Edition
ISBN: 9781260013924
Author: Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher: Mcgraw-hill Education,
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- Suppose a stockarrow_forwardH. As a new analyst, you have obtained the prices for the stocks of both Lulu and Lemon. Both stocks did not paid any dividends during the entire period. (1) (II) (III) Your manager has asked you (i) to compute the rate of return and standard deviation of the two stocks and suggest that because these companies produce similar products, you should continue your analysis by (ii) computing their covariance and correlation. Show all calculations. Year 2019 2020 2021 2022 2023 Closing prices of LuLu Closing prices of Lemon 20.50 30.10 19.92 28.50 22.45 30.10 24.50 40.30 20.50 36.40 Compute the return and standard deviation of a portfolio with 60% investment in Lulu and 40% in Lemon. Would you recommend putting these two stocks together in a portfolio? Explain why or why not.arrow_forwardA stock is expected to pay a dividend next year of $2.1. The dividend amount is expected to grow at an annual rate of 6.9% indefinitely. Assuming a required return on the stock of 10.8% in the future, the dividend yield on the stock is %. Margin of error for correct responses: +/- .05 Rounding and Formatting instructions: Do not enter dollar signs, percent signs, commas, X, or any words in your response. Do not round any intermediate work, but round your *final* response to 2 decimal places (example: if your answer is 12.3456, 12.3456%, or $12.3456, you should enter 12.35).arrow_forward
- In the event of unexpected news announcement, such as a significant reduction in profit expectations, which of the following is NOT a likely stock price reaction?: Select one: a. The price instantaneously adjusts to the new information. b. No reaction, since the market has already learned to "expect the unexpected" The price over-adjusts to the new information, but eventually falls to the appropriate price. d. The price partially adjusts to the new information.arrow_forwardchoose the answer onlyarrow_forward品 Check my work Consider the following information: Probability of Rate of Return if State Occurs State of Economy Economy Stock A Stock B .050 130 .220 -33 .23 oped Recession .23 Normal .63 Boom .14 .46 Book Hint a. Calculate the expected return for the two stocks. (Do not round interme calculations and enter your answers as a percent rounded to 2 decimal places 32.16.) b. Calculate the standard deviation for the two stocks. (Do not round intermediate calculations and enter your answers as a percent rounded to 2 decimal places 32.16.) Print a. Expected return of A Expected return of B b. Standard deviation of A Standard deviation of B Graw **. **** APR 08 F3 F1 F2arrow_forward
- Show the monthly return of the company and S&P 500 in the same graph. What is your interruption interpretation of the change of return of the company comparing with the market index? Calculate the monthly standard deviation and return for both the company and S&P 500. What is your interruption of the risk and return of the company comparing with the market index? S&P 500 last 6 months : Date Open High Low Close* Adj. close** Volume 01 Apr 2022 4,540.32 4,593.45 4,381.34 4,392.59 4,392.59 37,024,560,000 01 Mar 2022 4,363.14 4,637.30 4,157.87 4,530.41 4,530.41 100,978,320,000 01 Feb 2022 4,519.57 4,595.31 4,114.65 4,373.94 4,373.94 73,167,790,000 01 Jan 2022 4,778.14 4,818.62 4,222.62 4,515.55 4,515.55 73,279,440,000 01 Dec 2021 4,602.82 4,808.93 4,495.12 4,766.18 4,766.18 68,699,830,000…arrow_forwardInvestors expect a company to announce a 9 percent decrease in earnings, but instead the company announces a 1 percent decrease. If the market is semistrong-form efficient, which of the following should happen? a. The stock’s price rises because the earnings decrease was less than expected. b. The stock’s price stays the same because earnings announcements have no effect if the market is semistrong-form efficient. c. The stock’s price decreases slightly because the company had a slight decrease in earnings.arrow_forwardJennifer establishes an investment account to pay for college expenses for her daughter. She plans to invest X at the beginning of each month for the next 20 years. Beginning at the end of the 17th year, she will withdraw 55,000 annually. The final withdrawal at the end of the 20th year will exhaust the account. She anticipates earning an annual effective yield of 11% on the investment. Calculate X. 276.80 307.70 317.60 346.20 349.10arrow_forward
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