Question

In: Finance

You are in a world where there are two assets: gold and stocks. You are interested...

You are in a world where there are two assets: gold and stocks. You are interested in investing your money in one or both of these assets. You collect the following data on the returns of these two assets over the past six years: Gold Stock Market Average Return 10% 18% Standard Deviation 30% 22% Your estimate of the correlation between gold and stocks is negative -0.40. What are the weightings of a portfolio composed of gold and stocks that has the lowest possible risk? Select one: a. 39% in gold and 61% in stocks b. 43% in gold and 57% in stocks c. 61% in gold and 39% in stocks d. 57% in gold and 43% in stocks e. 33% in gold and 67% in stocks

Solutions

Expert Solution

Ans is a. 39% in gold ,61% in stocks

Please upvote if the solution is helpful. Incase of doubt ,do comment. Thanks.


Related Solutions

You are in a world where there are two assets: gold and stocks. You are interested...
You are in a world where there are two assets: gold and stocks. You are interested in investing your money in one or both of these assets. You collect the following data on the returns of these two assets over the past six years: Gold Market Average Return = 10% Stock Average Return = 18%, Gold Standard Deviation = 30% Stock Market Standard Deviation 22% Your estimate of the correlation between gold and stocks is negative -0.40. What is the...
You are in a world where there are only two assets, gold and stocks. You are...
You are in a world where there are only two assets, gold and stocks. You are interested in investing your money in one, the other, or both assets. Consequently, you collect the following data on the returns on the two assets over the past six years.                                                Gold            Stock Market Average return                         8%                               20% Standard deviation                    25%                             22% Correlation                               -0.4 Compute the expected return and standard deviation of a portfolio consisting of 0% stocks 25% stocks 50% stocks...
You are in a world where there are only two assets, gold and U.S. stocks. You...
You are in a world where there are only two assets, gold and U.S. stocks. You are interested in investing your money in one, the other, or both assets. Consequently, you collect the following data on the returns on the two assets over the last six years. Gold Stock market Average return 8% 20% Standard deviation 25% 22% Correlation - 0.4 1. If you were constrained to pick just one, which one would you choose? Explain. (2) A friend argues...
In general, there are five major investment assets such stocks, bonds, commodities (e.g. oil, gold, silver,...
In general, there are five major investment assets such stocks, bonds, commodities (e.g. oil, gold, silver, corn, sugar, coffee, etc.), real estate (e.g. houses, buildings, etc.), and cash or cash equivalent. On the U.S. Treasury yield curve just inverted for the first time in more than a decade. The spread between 3- and 5-year yields fell to negative 1.4 basis points on that day, dropping below zero for the first time since. Suppose that you have been retained by Fidelity...
You will roll two standard dice together 5 times. You are interested in the outcome where...
You will roll two standard dice together 5 times. You are interested in the outcome where both dice are six. Let X be the number of times you observe this outcome. Answer the following questions. 1. What are the possible values for X? (values the random variable X can take) 2. Is X binomial random variable? If so, state its parameter n and p. If not, explain why. 3. Find the probability that you will see both dice being six...
Suppose you are a speculator who lives in a world where there are two islands: Island...
Suppose you are a speculator who lives in a world where there are two islands: Island A and Island B. These two islands produce and trade rice. Today, the spot price for rice in both islands is trading at 320 cts/bushell and the storage costs in either island is 40 cts/bushell for a period of two weeks. Additionally, since these two islands trade, you can buy shipping to take from one island to the other one. The cost of shipping...
Suppose you are modeling a two country, two good world within the H-O framework where the...
Suppose you are modeling a two country, two good world within the H-O framework where the two countries are the United States and Canada and the two goods are computers and lumber. Further assume that the United States is capital abundant, and computers are capital-intensive. Using the three theorems of the H-O model, explain in words and appropriate diagrams/equations what happens in BOTH the United States and Canada when trade is allowed.
There are two countries, England and USA, in a world where there are only two factors...
There are two countries, England and USA, in a world where there are only two factors of production, land and labor. England has 8 million acres of land and 2 million workers while USA has 5 million acres of land and 1 million workers. Both countries produce two goods, cars and watches, using identical technology. Per acre of land, the production of cars requires 4 workers while the production of watches requires 1 worker. Using a PPF/indifference curve graph, illustrate...
A person is interested in constructing a portfolio. Two stocks are being considered. Let x =...
A person is interested in constructing a portfolio. Two stocks are being considered. Let x = percent return for an investment in stock 1, and y = percent return for an investment in stock 2. The expected return and variance for stock 1 are E(x) = 8.55% and  Var(x) = 25. The expected return and variance for stock 2 are E(y) = 3.40% and Var(y) = 1. The covariance between the returns is σxy = −3. (a) What is the standard...
Assume a fictitious world where there are four stocks: General Electric (GE) CitiGroup (C) British Petroleum...
Assume a fictitious world where there are four stocks: General Electric (GE) CitiGroup (C) British Petroleum (BP) FaceBook (FB). The market is in equilibrium where CAPM assumptions hold (e.g. homogeneous expectations, efficient markets, zero transaction costs, etc.) What would be the market’s response if the ratio of the contribution to the market’s risk premium divided by the contribution to the market’s variance is higher for BP and lower for FB vs. the other two stocks?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT