The efficient-market hypothesis

Discussion Question 1 – CLO 1 CLO 3 CLO 4 CLO 5 CLO 6 CLO 7 CLO 8 Please answer the following questions in detail provide examples whenever applicable provide in-text citations. The efficient-market hypothesis assumes that

a. There are no taxes.

b. There is perfect foresight.

c. Successive price changes are independent.

d. Investors are irrational.

e. There are no transaction costs.

f. Forecasts are unbiased.

3. Does the statement “mutual fund X has had superior performance for each of the last 10 years” contradict the efficientmarket hypothesis?

4. Financial markets and intermediaries channel savings from investors to corporate investment. The savings make this journey by many different routes. Give a specific example for each of the following routes: State if each of the following statements is true or false. Justify your answers. Evaluate each of the following statements: “The random-walk theory with its implication that investing in stocks is like playing roulette is a powerful indictment of our capital markets.” “If everyone believes you can make money by charting stock prices then price changes won’t be random.” “The random-walk theory implies that events are random but many events are not random. If it rains today there’s a fair bet that it will rain again tomorrow.” If fund X is the only fund calculate the probability that only by chance it would have achieved superior performance for each of the past 10 years. Now recognize that there are nearly 10000 mutual funds in the United States. What is the probability that by chance there is at least 1 out of 10000 funds that obtained 10 successive years of superior performance? Investor to financial intermediary to financial markets and to the corporation. Investor to financial markets to a financial intermediary and to the corporation. Investor to financial markets to a financial intermediary back to financial markets and to the corporation. If fund X is the only fund calculate the probability that only by chance it would have achieved superior performance for each of the past 10 years.Now recognize that there are nearly 10000 mutual funds in the United States. What is the probability that by chance there is at least 1 out of 10000 funds that obtained 10 successive years of superior performance?