Question

using the definition of two asset portfolio variance prove that a perfectly hedged stock portfolio that...

using the definition of two asset portfolio variance prove that a perfectly hedged stock portfolio that is   1000shares long and 1000 shares short is perfectly risk free

Homework Answers

Answer #1

Hedge funds are alternative investments, that employ different strategies to earn additional returns. They are aggressively managed to make use of derivatives mostly. They are constructed to take advantage of the volatility in the market. They generally use different strategies mainly Long/short equity strategy. The strategy involves taking long and short positions in equity and derivatives. The strategy focuses on implementing the fundamental and quantitative techniques in taking investment decisions. The strategy consists of buying an undervalued stock and shorting an overvalued stock. Ideally, the long position will increase in the value and the short position will be decreasing in the value and if the positions are of the same size and this happens, the strategy reduces the risk of the portfolio.

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
5. Variance Covariance Matrix and Asset Allocation Model (Markowitz Portfolio Model): Suppose the variance covariance matrix...
5. Variance Covariance Matrix and Asset Allocation Model (Markowitz Portfolio Model): Suppose the variance covariance matrix for two stocks is given as: Stock 1 Stock 2 Stock 1 0.025 0.015 Stock 2 0.030 The expected rate of returns on Stocks 1 and 2 are 10% and 12%, respectively. The average return to risk-free treasury is 5%. Given that the objective of the investor is a minimum-risk portfolio, find the optimum weights of each stock in the portfolio.
Mr. Rakesh Jhunjhunwala has created a portfolio consisting of a stock and a risk-free asset. The...
Mr. Rakesh Jhunjhunwala has created a portfolio consisting of a stock and a risk-free asset. The stock’s expected return is 16% and beta is 1.2. The risk-free asset earns 5% rate of return. Suppose the beta of his portfolio is 0.75, what are the weights of the stock and the risk-free asset in his portfolio? 0 I do not want to answer this Question 1 The weight of the stock is 30% and the weight of the risk-free asset is...
You have one risk-free asset and one risky stock in your portfolio. The risk-free asset has...
You have one risk-free asset and one risky stock in your portfolio. The risk-free asset has an expected return of 5.8 percent. The risky stock has a beta of 1.8 and an expected return of 12.3 percent. What's the expected return on the portfolio if the portfolio beta is .958?
a. If variance of asset A is 0.04 and variance of asset B is 0.02, what...
a. If variance of asset A is 0.04 and variance of asset B is 0.02, what is the correlation between the two assets? Assume covariance between the 2 assets to be 0.015. Show how you found the values. b. Suppose a portfolio has expected return of 15% and volatility of 30%. How can you combine this portfolio with the risk-free asset to create a portfolio with 10% expected return? Risk-free asset has expected return of 3%.  Show how you found the...
Portfolio of options on shares of a non-dividend paying stock. The portfolio consists of: Long call...
Portfolio of options on shares of a non-dividend paying stock. The portfolio consists of: Long call with a strike price of 50 Short call with a strike price of 55 Long put with a strike price of 55 Short put with a strike price of 50 All options expire in 2 months.The current price of one share of stock is 48.00. The risk-free interest rate is 3%. 1. Determine the cost of the portfolio? 2. Determine the maximum and minimum...
Which of the following statements regarding a portfolio of two risky assets (with almost equal weights)...
Which of the following statements regarding a portfolio of two risky assets (with almost equal weights) is true? A. For this portfolio, if investors do not invest in a risk-free asset, the feasible set simply includes the upward curve starting from the global minimum variance portfolio. B. A portfolio without a risk-free asset cannot earn a higher return than a portfolio with risk-free assets if these two portfolios have the same risk. C. If investors invest in a risk-free asset,...
You plan to form a portfolio that contains only the risk free asset and stock A....
You plan to form a portfolio that contains only the risk free asset and stock A. The risk free rate is 2%. The expected return and the standard deviation of stock A's return are 10% and 15% respectively. The expected return of your portfolio is 8%. Find out the standard deviation of the portfolio. 7.5% 12% 11.25% 15% 10%
You invest $100 in a portfolio of stock JET and a risk-free asset with a return...
You invest $100 in a portfolio of stock JET and a risk-free asset with a return of 5%. JET has an expected return of 12% and a standard deviation of 10%. What is the percentage of your portfolio in the risk-free asset if your portfolio’s standard deviation is 9%? A. 30% B. 90% C. 50% D. 10%
You invest $100 in a portfolio of stock JET and a risk-free asset with a return...
You invest $100 in a portfolio of stock JET and a risk-free asset with a return of 5%. JET has an expected return of 12% and a standard deviation of 10%. What is the percentage of your portfolio in the risk-free asset if your portfolio’s standard deviation is 9%? A. 30% B. 90% C. 50% D. 10%
A THREE-ASSET PORTFOLIO PROBLEM Stock A Stock B Stock C Mean -2.92% 6.58% 10.47% Variance 4.96%...
A THREE-ASSET PORTFOLIO PROBLEM Stock A Stock B Stock C Mean -2.92% 6.58% 10.47% Variance 4.96% 4.57% 3.91% Standard deviation 22.28% 21.38% 19.77% Cov(rA,rB) 0.77 Cov(rB,rC) 0.95 Cov(rA,rC) 0.86 Portfolio proportions xA 25% xB 35% xC 40% Portfolio statistics Mean Variance Sigma