Question

Describe the steps to deriving the efficient frontier using: Risky assets only Risky AND Rf asset

Describe the steps to deriving the efficient frontier using:

  1. Risky assets only

  1. Risky AND Rf asset

Homework Answers

Answer #1

While investing it is essential to make a good portfolio. Here the portfolio means invest in different opportunities. there will be riky investments and riskless investments. we can construct an efficient portfolio. Here we can go through the steps in construction of efficient frontier.

The portfolio frontier is the line in the graph which shows the better portfolios with different asset combinations for the investments.

For the construction of a portfolio frontier, we have to assign values for Risks in each investments and create a portfolio.

Then calculate the portfolio expected return and variance.

Then mark the risk and expected return of each portfolio

The efficient frontier shows the portfolios that have maximum returns (expected) at a particular rate of risk

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
18. An investor uses a risky asset A and a risk free asset to build a...
18. An investor uses a risky asset A and a risk free asset to build a complete portfolio, and rf = 3%, E(rA) = 7%, and σA = 12%. Which one of the following portfolios B, C, D, and E can NOT be on the CAL? (a) E(rB) = 5%, and σB = 6%. (b) E(rC) = 6%, and σC = 9%. (c) E(rD) = 8%, and σD = 15%. (d) E(rE) = 9%, and σE = 20%. 19. Which...
Adding additional risky assets to the investment opportunity set will generally move the efficient frontier ________...
Adding additional risky assets to the investment opportunity set will generally move the efficient frontier ________ and to the ________.A) up; rightB) up; leftC) down; rightD) down; left
The efficient frontier of risky assets is i) the portion of the investment opportunity set that...
The efficient frontier of risky assets is i) the portion of the investment opportunity set that lies above the global minimum variance portfolio. ii) the portion of the investment opportunity set that represents the highest standard deviations. iii) the portion of the investment opportunity set which includes the portfolios with the lowest standard deviation. iv) the set of portfolios that have zero standard deviation. Group of answer choices (i) (iv) (ii) (i) and (ii) are true. (iii)
1. Holding asset expected return constant, our efficient frontier gets better when the covariance (correlations) between...
1. Holding asset expected return constant, our efficient frontier gets better when the covariance (correlations) between our assets’ returns does what? 2. What do you think is the biggest hurdle when implementing the Markowitz portfolio selection model? Briefly discuss how you address the problem. 3. Describe one way that the risk borne by investors in a securitization can be lessened.
Which of the following statement(s) is / are inaccurate? The efficient frontier is the set of...
Which of the following statement(s) is / are inaccurate? The efficient frontier is the set of all attainable risky assets with the: A. highest expected return for a given level of risk. B. lowest amount of risk for a given level of return. C. highest expected return relative to the risk-free rate. D. all of the above options are inaccurate.
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,...
(i) The expected returns on two distinct risky assets A and B are correlated and a...
(i) The expected returns on two distinct risky assets A and B are correlated and a portfolio consisting of A and B has zero variance of expected return. What can be said about the correlation between the expected returns of risky assets A and B? (ii) An investor constructs an efficient portfolio that invests 150% of his investment in the tangent portfolio of risky asset and is short in the risky free asset for the rest. What can be said...
Which of the following statement is FALSE? Group of answer choices When using all risky assets...
Which of the following statement is FALSE? Group of answer choices When using all risky assets available in the market in the market and the risk-free asset to form portfolio, we find that all efficient portfolios are on the Capital Market Line (CML). If the CAPM holds, then all assets will graph on the Security Market Line (SML). If an asset graph above the SML, then this asset is under-priced according to the CAPM. Portfolios on the Capital Market Line...
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...
Suppose there are only two risky assets in the world (or some people are restricted to...
Suppose there are only two risky assets in the world (or some people are restricted to invest in only two assets), the stock of an oil company with expected return equal to 10% and a volatility of 30%, and the stock of an alternative energy company with expected return of -1% and volatility of 10%. The covariance is equal to -0.01. a) What is the portfolio with lowest volatility? b) What is the expected return and volatility of this portfolio?...