Question

Empirically speaking, are stock returns normally distributed? If not, why?

Empirically speaking, are stock returns normally distributed? If not, why?

Homework Answers

Answer #1

Yes it is empirically said that stock returns are not normally distributed because it depends on the time scale on which returns are measured, generally stock return are calculated on a single day to few days on which stock prices are subject to great price changes and which leads to fatter tails and higher peaks than the normal return. various statistical evidences show a high degree of Kurtosis and some asymmetry in the form of Skewness in case of stock returns calculated intraday or for few days

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
If the daily returns on the stock market are normally distributed with a mean of .05%...
If the daily returns on the stock market are normally distributed with a mean of .05% and a standard deviation of 1%, the probability that the stock market would have a return of -23% or worse on one particular day (as it did on Black Monday) is approximately __________.
The annual returns on Googol's stock share for the last four years were Normally distributed and...
The annual returns on Googol's stock share for the last four years were Normally distributed and equalled: 16 %, 8 %, -17 %, and 21 %, respectively. Using this information you can say that 95 % of the time the return over one year period lies in the following range: Multiple Choice between -50.54 % and 57.61 % between -47.68 % and 54.68 % between -26.74 % and 40.74 % between -9.87 % and 23.87 %
Problem 2, Please show work! A. The returns on a bond are normally distributed with a...
Problem 2, Please show work! A. The returns on a bond are normally distributed with a mean of 6% and a standard deviation of 13%. Calculate the range of returns into which 99% of the returns are projected to fall. B. From 2017 to 2020 the returns on a stock were: 12.2%, – 3.8% 1.7%, and 15.2% Calculate the average arithmetic return. C. From 2017 to 2020 the returns on a stock were: 12.2%, – 3.8% 1.7%, and 15.2% Calculate...
It turns out empirically that when a stock that was previously not included in the S&P500...
It turns out empirically that when a stock that was previously not included in the S&P500 Index is included, and one that was in the index is excluded, there are price impacts to both stocks. (20 points) If the announcement of the change in the composition of the index was made 2 weeks prior to the change, what would you expect to happen in the two weeks leading up to the change? Why? (20 points) What would you expect to...
Suppose the returns on Asset Y are normally distributed. The average annual return for this asset...
Suppose the returns on Asset Y are normally distributed. The average annual return for this asset over 50 years was 13.4 percent and the standard deviation of the returns was 23.5 percent. Based on the historical record, use the cumulative normal probability table (rounded to the nearest table value) in the appendix of the text to determine the probability that in any given year you will lose money by investing in common stock. What is the probablility of a return...
If returns of​ S&P 500 stocks are normally​ distributed, what range of returns would you expect...
If returns of​ S&P 500 stocks are normally​ distributed, what range of returns would you expect to see​ 95% of the​ time? Base your answer on the information below. Small Stocks, ​S&P 500, Corporate Bonds, ​T-Bills, (Average Return): 18.52​%, 11.61​%, 6.02​%, 4.77​% (Standard Deviation of returns): 38.52​%, 20.49​%, 7.28​%, 3.74​% The​ 95% prediction interval of the​ S&P500 is between ___​% and ___%. ​(Round to two decimal places and put the lower number​ first.)
Suppose the returns on an asset are normally distributed. The average annual return for the asset...
Suppose the returns on an asset are normally distributed. The average annual return for the asset over some period was 6.6 percent and the standard deviation of this asset for that period was 9.0 percent.    Based on this information, what is the approximate probability that your return on this asset will be less than -3.1 percent in a given year?            What range of returns would you expect to see 95 percent of the time?            What...
Assume the returns of a stock for the previous five years are as follows: 10%, 6%,...
Assume the returns of a stock for the previous five years are as follows: 10%, 6%, 5%, 9% and 10%? What is the historical standard deviation of this stock? If the returns are normally distributed, what is the range of returns expected using a 99% level of confidence? If the stock price is currently $30, what is the expected maximum and minimum price of the stock at the end of the year assuming 95% level of confidence. Assume no dividend...
Assume the returns of a stock for the previous five years are as follows: 10%, 6%,...
Assume the returns of a stock for the previous five years are as follows: 10%, 6%, 5%, 9% and 10%? What is the historical standard deviation of this stock? If the returns are normally distributed, what is the range of returns expected using a 99% level of confidence? If the stock price is currently $30, what is the expected maximum and minimum price of the stock at the end of the year assuming 95% level of confidence. Assume no dividend...
Suppose that the return of stock A is normally distributed with mean 4% and standard deviation...
Suppose that the return of stock A is normally distributed with mean 4% and standard deviation 5%, the return of stock B is normally distributed with mean 8% and standard deviation 10%, and the covariance between the returns of stock A and stock B is −30(%)2 . Now you have an endowment of 1 dollar, and you decide to invest w dollar in stock A and 1 − w dollar in stock B. Let rp be the overall return of...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT