Question

Amanda has the following portfolio of assets. stock. proportion of portfolio beta ABC   $370 0.85 DEF...

Amanda has the following portfolio of assets.

stock. proportion of portfolio beta

ABC   $370 0.85

DEF $360 0.25

GHI $760 1.1

Multiple Choice

a.)0.83

b.)1.08

c.)0.73

d.)0.62

Homework Answers

Answer #1

Given about a portfolio,

Investment in stock A = $370

Investment in stock B = $360

Investment in stock C = $760

So, total investment = 370 + 360 +760 = $1490

So, weight of stock A, Wa = investment in stock A/total investment= 370/760 = 0.2483

So, Weight of stock B, Wb = 360/1490 = 0.2416

Weight of stock C, Wc = 760/1490 = 0.5101

So, Beta of portfolio is weighted average beta of stock

=> Beta of stock = Wa*Ba + Wb*Bb + Wc*Bc = 0.2483*0.85 + 0.2416*0.25 + 0.5101*1.1 = 0.83

Option A is correct.

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
Your portfolio is equally invested in 4 assets: Stock W, Stock X, Stock Y, and Treasury...
Your portfolio is equally invested in 4 assets: Stock W, Stock X, Stock Y, and Treasury Bills. Stock W has a beta of 1.4, and Stock X has a beta of 2. If the total portfolio is as risky as the market, what must be the beta of Stock Y? Multiple Choice 1.67 1.40 0.60 0.85 0.15
The variance of a 2-asset portfolio has been calculated to be .0225, meaning its standard deviation...
The variance of a 2-asset portfolio has been calculated to be .0225, meaning its standard deviation is .15 (for 15%) its expected return is 10%. This portfolio also has a covariance of 0.1 with the broad market. The standard deviation of the market portfolio is 10%. You are looking to add a third asset to the portfolio and are choosing amongst three assets to add. Which assets, if any, would lower the SYSTEMATIC risk of your portfolio. (Assume equally weighted...
The variance of a 2-asset portfolio has been calculated to be .0225, meaning its standard deviation...
The variance of a 2-asset portfolio has been calculated to be .0225, meaning its standard deviation is .15 (or 15%). Its expected return is 10%. This portfolio also has a covariance of .01 with the broad market. The standard deviation of the market portfolio is 10%. You are looking to add a third asset to the portfolio and are choosing amongst three assets to add. Which asset(s), if any, would lower the SYSTEMATIC risk of your portfolio. (Assume equally-weighted portfolios...
The variance of a 2-asset portfolio has been calculated to be .0225, meaning its standard deviation...
The variance of a 2-asset portfolio has been calculated to be .0225, meaning its standard deviation is .15 (or 15%). Its expected return is 10%. This portfolio also has a covariance of .01 with the broad market. The standard deviation of the market portfolio is 10%. You are looking to add a third asset to the portfolio and are choosing amongst three assets to add. Which asset(s), if any, would lower the SYSTEMATIC risk of your portfolio. (Assume equally-weighted portfolios...
A portfolio has the following composition: Security Weight Expected Beta A 10% 0.8 B 20% 1.1...
A portfolio has the following composition: Security Weight Expected Beta A 10% 0.8 B 20% 1.1 C 30% 1.3 D 40% 0.7 What is the expected beta of the portfolio? Stock A had a market value of $20, Stock B had a market value of $30. During the year, Stock A generated cash flow of $3 and Stock B generated cash flow of $4. The current market values are, Stock A is $22 and Stock B is $31. What is...
Which of the following statements is true with respect to beta? Multiple Choice A - All...
Which of the following statements is true with respect to beta? Multiple Choice A - All of the above. B-- A stock with a beta > 1 is more volatile than the market portfolio. C -- The market portfolio has a beta of "0". D -- A stock with a beta < 1 will outperform the market portfolio when the market is up.
An investor currently holds the following portfolio: 8,000 shares of Stock A, worth $15,000; Beta =...
An investor currently holds the following portfolio: 8,000 shares of Stock A, worth $15,000; Beta = 1.4 15,000 shares of Stock B, worth $47,000; Beta = 1.6 25,000 shares of Stock C, worth $96,000; Beta = 2 The investor is worried that the beta of his portfolio is too high, so he wants to sell some stock C and add stock D, which has a beta of 0.9, to his portfolio. If the investor wants his portfolio to have a...
An investor is forming a portfolio by investing $50,000 in stock A that has a beta...
An investor is forming a portfolio by investing $50,000 in stock A that has a beta of 1.50, and $25,000 in stock B that has a beta of 0.90. The market risk premium is equal to 6% and Treasury bonds have a yield of 4%. What is the required rate of return on the investor's portfolio? a. 11.8% b. 7.5% c. 6.6% d. 6.8% e. 7.0% Continued from previous question. Assume the predicted rate of return (expected rate of return)...
Consider a $10 million portfolio that consists of the following five stocks: Stock $Amount Invested Beta...
Consider a $10 million portfolio that consists of the following five stocks: Stock $Amount Invested Beta A 4 million 1.7 B 2 million 1.1 C 2 million 1.0 D 1 million 0.7 E 1 million 0.5 What is the required return on this portfolio if the risk free rate of return is 5.9% and the market risk premium is 5%?
Johnny holds the following portfolio: Stock Investment Beta A $150,000 1.40 B $50,000 0.80 C $100,000...
Johnny holds the following portfolio: Stock Investment Beta A $150,000 1.40 B $50,000 0.80 C $100,000 1.00 D $75,000 1.20 Johnny plans to sell Stock A and replace it with Stock E, which has a beta of 0.75. By how much will the portfolio beta change? (Please state your answer in 2 decimal points)
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT