Consider the following stock portfolio Stock Ford Toyota Tesla 03% 09% 2.67% 2.25% 16% Investment Return 1.5 % $100 $200 Calculate the return of this portfolio in percentage. $300 5% 1% 3% Pra
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- (Measuring risk and rate return) Given the following holding-period returns, calculate the standard deviation for the market. answer is 6.02 Month Champ Inc. Market 1 2.8% 1.8% 2 3.2% 1.2% 3 9.0% 11.0% 4 -2.6% -1.0% 5 -2.9% -4.7% 6 12.0% 8.0%A share of stock of A-Star Inc. is now selling for $23.50. A financial analyst summarizes the uncertainty about the rate of return on the stock by specifying three possible scenarios: Business Condition Scenario, s Probability, p(s) End of Year Price Annual Dividend High growth 1 0.35 $35 $ 4.40 Normal growth 2 0.30 27 4.00 No growth 3 0.35 15 4.00 What are the holding-period returns for a one-year investment in the stock of A-Star Inc. for each of the three scenarios? Calculate the expected HPR and standard deviation of the HPR.Pls do fast and i will rate instantly for sure Solution must be in typed form Calculate the covariance for the returns of stock 1 and stock 2 given the six years of historical returns presented below: Given that the standard deviation of stock 1 and stock 2 in the table above is 0.2236 and 0.3225, respectively, use your answer in (A) to calculate and interpret the correlation between the 2 assets. Based on the characteristics of NSC and JSE above you are considering forming a portfolio comprising the two stocks such that you invest the following amounts: i. $40000 and $60000 in company NSC and JSE respectively in the first instance, and alternatively ii. $70000 and $30000 in company NSC and JSE respectively. C. What is the expected return and standard deviation of the portfolio in the two instances above? What is the expected return and standard deviation of the portfolio in the two instances above?
- Your firm uses a continuous review system and operates52 weeks per year. One of the SKUs has the followingcharacteristics.Demand 1D2 = 20,000 units>yearOrdering cost 1S2 = $40>orderHolding cost 1H2 = $2>unit>yearLead time 1L2 = 2 weeksCycle@service level = 95 percentDemand is normally distributed, with a standard deviation ofweekly demand of 100 units.Current on-hand inventory is 1,040 units, with no scheduledreceipts and no backorders.a. Calculate the item’s EOQ. What is the average time, inweeks, between orders?b. Find the safety stock and reorder point that provide a95 percent cycle-service level c. For these policies, what are the annual costs of (i) holdingthe cycle inventory and (ii) placing orders?d. A withdrawal of 15 units just occurred. Is it time to reor-der? If so, how much should be ordered?Describe the relationship between Expected Value, Expected Utility and Certain Equivalent (at least 150 words)You have been asked by the chief financial officer of your company to estimate what thecompany’s share price will be at the end of four years from today. Your company has recentlypaid a dividend of $1.00 which is expected to grow at 5% p.a. over the foreseeable future. Ifthe company’s required rate of return on equity is 10% your price estimate at the end of year 4will be closest to: A. $20.00.B. $21.00.C. $24.30.D. $25.50.
- A global equity manager is assigned to select stocks from a universe of large stocks throughout the world. The manager will be evaluated by comparing her returns to the return on the MSCI World Market Portfolio, but she is free to hold stocks from various countries in whatever proportions she finds desirable. Results for a given month are contained in the following table: Country Weight InMSCI Index Manager’sWeight Manager’s Returnin Country Return of Stock Indexfor That Country U.K. 0.29 0.24 22% 15% Japan 0.42 0.2 17 17 U.S. 0.23 0.22 10 13 Germany 0.06 0.34 7 15 Required: a. Calculate the total value added of all the manager’s decisions this period. (Do not round intermediate calculations. Round your answer to 2 decimal places. Negative amount should be indicated by a minus sign.) b. Calculate the value added (or subtracted) by her country allocation decisions. (Do not round intermediate calculations. Round your answer to 2 decimal places. Negative amount…You've estimated the following expected returns for a stock, depending on the strength of the economy: State (s) Probability Expected return Recession 0.3 -0.03 Normal 0.5 0.08 Expansion 0.2 0.13 What is the expected return for the stock? What is the standard deviation of returns for the stock?Determine whether or not to stock a large supply of steel. There is uncertainty in the price of steel. Based on past history the following data are available Price (future) Prob (Price) PW if stocked PW if not stocked High 0.3 100000 0 Medium 0.5 -10000 0 Low 0.2 -50000 0 What is the probability that stocking steel will result in a negative present worth (PW)?
- Exercise 9.2 (start-up and venture capitalist exit strategy). There are three periods, t = 0, 1, 2. The rate of interest in the economy is equal to 0, and ev- eryone is risk neutral. A start-up entrepreneur with initial cash A and protected by limited liability wants to invest in a fixed-size project. The cost of invest- ment, incurred at date 0, is I > A. The project yields, at date 2, R > 0 with probability p and 0 with prob- ability 1 − p. The probability of success is p = pH if the entrepreneur works and p = pL = pH − ∆p (∆p > 0) if the entrepreneur shirks. The entrepre- neur’s effort decision is made at date 0. Left unmon- itored, the entrepreneur obtains private benefit B if she shirks and 0 otherwise. If monitored (at date 0), the private benefit from shirking is reduced to b B. There is a competitive industry of venture capi- talists (monitors). A venture capitalist (general part- ner) has no fund to…Mr Phiri has K10,000 in his account. He is considering investing in a project which has 70 % probability of earning a profit of K10,000 and a 30% probability of incurring a loss of K10,000. His utility at the moment is 20 utiles with the current K10,000. With K20, 000 his utility would be 25 utiles and with K0 his utility would be zero. a) What is the expected profit of the project? b) What is the expected marginal utility of the project? Is Mr Phiri likely to invest in the project? Mr Sinkala also has K10,000 from which he derives 20 utiles. However, Mr Phiri derives 15 utiles from the profit of K10,000. c) What is the expected marginal utility for Mr Sinkala? d) How can you describe Mr Phiri and Mr Sinkala in terms of their attitude towards risk?Mr Phiri has K10,000 in his account. He is considering investing in a project which has 70 % probability of earning a profit of K10,000 and a 30% probability of incurring a loss of K10,000. His utility at the moment is 20 utiles with the current K10,000. With K20, 000 his utility would be 25 utiles and with K0 his utility would be zero.a) What is the expected profit of the project? b) What is the expected marginal utility of the project? Is Mr Phiri likely to invest in the project? Mr Sinkala also has K10,000 from which he derives 20 utiles. However, Mr Phiri derives 15 utiles from the profit of K10,000.c) What is the expected marginal utility for Mr Sinkala? d) How can you describe Mr Phiri and Mr Sinkala in terms of their attitude towards risk?
