Suppose you are interested in investing in the stock markets of seven countries— i. e., australia, canada, germany, japan, switzerland, the united kingdom, and the united states—the same seven countries that appear in exhibit 15.9. specifically, you would like to solve for the optimal (tangency) portfolio comprising the above seven stock markets. in solving the optimal portfolio, use the input data (i. e., correlation coefficients, means, and standard deviations) provided in exhibit 15.4. the risk-free interest rate is assumed to be 0.2 percent per month and you can take a short position in any stock market.

what are the optimal weights for each of the seven stock markets? what are the risk and return of the optimal portfolio? this problem can be solved using the mptsolver. xls spreadsheet.

The leading producer of cell phone backup batteries, jumpstart, has achieved great success because they produce high-quality battery backups that are not too expensive. even so, another company that produces lower-quality batteries at the same price has also achieved some success, but not as much as jumpstart. also, in general, the price of backup batteries has declined because of economies of scale and learning. in addition, jumpstart has added complementary assets, such as a carrying case. considering all of these factors, the backup battery industry is most likely in the introduction stage. growth stage. shakeout stage. maturity stage.

The uptowner just paid an annual dividend of $4.12. the company has a policy of increasing the dividend by 2.5 percent annually. you would like to purchase shares of stock in this firm but realize that you will not have the funds to do so for another four years. if you require a rate of return of 16.7 percent, how much will you be willing to pay per share when you can afford to make this investment?

Stocks a, b, and c are similar in some respects: each has an expected return of 10% and a standard deviation of 25%. stocks a and b have returns that are independent of one another; i.e., their correlation coefficient, r, equals zero. stocks a and c have returns that are negatively correlated with one another; i.e., r is less than 0. portfolio ab is a portfolio with half of its money invested in stock a and half in stock b. portfolio ac is a portfolio with half of its money invested in stock a and half invested in stock c. which of the following statements is correct? a. portfolio ab has a standard deviation that is greater than 25%.b. portfolio ac has an expected return that is less than 10%.c. portfolio ac has a standard deviation that is less than 25%.d. portfolio ab has a standard deviation that is equal to 25%.e. portfolio ac has an expected return that is greater than 25%.