Deck 6: Portfolio Theory

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Question
Can the risk (variance)of a portfolio ever be less than the smallest risk (variance)of an individual security in the portfolio?

A) No. Yes.
B) No. No.
C) Yes. No.
D) Yes. Yes.
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Question
Through diversification it is possible to eliminate all of the company-specific risk inherent in owning stocks.However,as a general rule it will not be possible to eliminate systematic (market)risk.
Question
If two stocks have a correlation of +1,then the standard deviation of a portfolio between them is given by:
σp = wσ1 + (1 - w)σ2
Question
________ risk ________ be eliminated through greater diversification and is due to firm-specific or industry-wide factors such as strikes or resource price changes.

A) Systematic; can
B) Systematic; cannot
C) Unsystematic; can
D) Unsystematic; cannot
E) None of the above
Question
Your broker tells you that it is important to diversify because doing so will increase your expected returns,even if you diversify by randomly selecting stocks (naive diversification).
Question
You have decided to create a portfolio with two assets: stock X and stock Y.You invest 20% of your funds in X and 80% of your funds in stock Y.The standard deviation of X is 30% and the standard deviation of Y is 40%.The two stocks have a correlation coefficient of - 0.5.What is the portfolio's standard deviation?

A) 30.00%
B) 29.46%
C) 33.24%
D) 36.92%
E) 40.00%
Question
Answer the following two questions.Assume that the portfolio weights are positive:
1) Can the return on a portfolio ever be less than the smallest return on an individual security in the portfolio?
2) Can the risk (variance) of a portfolio ever be less than the smallest risk (variance) of an individual security in the portfolio?

A) No. Yes.
B) No. No.
C) Yes. No.
D) Yes. Yes.
Question
________ risk affects all stocks to a greater or lesser extent and is due to large macroeconomic shocks.This type of risk ________ be eliminated through diversification.

A) Systematic; can
B) Systematic; cannot
C) Unsystematic; can
D) Unsystematic; cannot
E) None of the above
Question
Which of the following statements is true?

A) A low risk portfolio is constructed by selecting low risk stocks.
B) It is easy to find perfectly negatively correlated stocks.
C) Low risk portfolios will only reflect unsystematic risk.
D) Negatively correlated stocks help build a low risk portfolio.
E) Market risk reduces as more stocks are added to a portfolio.
Question
You construct an equally weighted,two asset portfolio between ACME Corp.,an American valve and regulator manufacturer,and Wayne Enterprises,a Hong Kong property company.The standard deviation of the returns on ACME's shares is 30% and 55% on Wayne Enterprises.Because of the international diversification,the returns on the two companies have no covariance (correlation = zero).What is the standard deviation of returns of the portfolio?

A) 9.81%
B) 17.60%
C) 22.50%
D) 31.32%
E) 42.50%
Question
Consider a 2 asset portfolio with 60% in Google Inc.(GOOG)and 40% in John Deere (DE).Google has a standard deviation of 60%,John Deere has a standard deviation of 45% and their correlation is 0.2.What is the standard deviation of returns of the portfolio?

A) 38.33%
B) 43.35%
C) 45.25%
D) 50.00%
E) 52.50%
Question
Stock A has an expected return of 10% and a standard deviation of 10%.Stock B has an expected return of 15% and a standard deviation of 20%.The two stocks are perfectly negatively correlated ( <strong>Stock A has an expected return of 10% and a standard deviation of 10%.Stock B has an expected return of 15% and a standard deviation of 20%.The two stocks are perfectly negatively correlated (   = -1).What set of weights yields a portfolio with a zero variance?</strong> A) 2/3 in Stock A; 1/3 in Stock B B) 2/3 in Stock B; 1/3 in Stock A C) 2 in Stock A; -1 in Stock B D) 2 in Stock B; -1 in Stock A E) None of the above. <div style=padding-top: 35px> = -1).What set of weights yields a portfolio with a zero variance?

A) 2/3 in Stock A; 1/3 in Stock B
B) 2/3 in Stock B; 1/3 in Stock A
C) 2 in Stock A; -1 in Stock B
D) 2 in Stock B; -1 in Stock A
E) None of the above.
Question
Delilah Jones has a portfolio of stocks A and B.See the table below for details.What is the correlation between the two stocks?
<strong>Delilah Jones has a portfolio of stocks A and B.See the table below for details.What is the correlation between the two stocks?  </strong> A) -1.0 B) -0.5 C) 0 D) 0.5 E) 1.0 <div style=padding-top: 35px>

A) -1.0
B) -0.5
C) 0
D) 0.5
E) 1.0
Question
Stocks A and B are perfectly negatively correlated ( <strong>Stocks A and B are perfectly negatively correlated (   = -1)and their standard deviations are 0.20 and 0.30 respectively.What is the standard deviation of a portfolio with 50% invested in Stock A and 50% invested in Stock B?</strong> A) 5% B) 6% C) 7% D) 8% E) 9% <div style=padding-top: 35px> = -1)and their standard deviations are 0.20 and 0.30 respectively.What is the standard deviation of a portfolio with 50% invested in Stock A and 50% invested in Stock B?

A) 5%
B) 6%
C) 7%
D) 8%
E) 9%
Question
The reason for diversification is to reduce the risk (variance).If the covariance is small (negative)then some portfolios have less variance than any individual securities in the portfolio.Think of the bathing suit and umbrellas company example in the Diversification video.
Question
How would you describe the risk of a company's CEO having a heart attack?

A) Not diversifiable or systematic
B) Not diversifiable or unsystematic
C) Diversifiable or unsystematic
D) Diversifiable or systematic
Question
Consider the data provided in the table below for a portfolio of Assets A and B.The correlation of the two assets is ρ = -0.9523.What is the standard deviation of the returns of the portfolio?
<strong>Consider the data provided in the table below for a portfolio of Assets A and B.The correlation of the two assets is ρ = -0.9523.What is the standard deviation of the returns of the portfolio?  </strong> A) 6.25% B) 25% C) 35% D) 55% E) 57.5% <div style=padding-top: 35px>

A) 6.25%
B) 25%
C) 35%
D) 55%
E) 57.5%
Question
An investor is considering investing one-half of his wealth in Asset A and one-half in Asset B.He is not sure how the two assets are correlated.The correlation might be r = +1 or it might be r = -1.If it is r = + 1,then the portfolio standard deviation is 15%.Calculate the portfolio standard deviation if the correlation is r = -1.What is the difference between the standard deviations of Scenario 1 and Scenario 2? (Scenario 1 - Scenario 2)
<strong>An investor is considering investing one-half of his wealth in Asset A and one-half in Asset B.He is not sure how the two assets are correlated.The correlation might be r = +1 or it might be r = -1.If it is r = + 1,then the portfolio standard deviation is 15%.Calculate the portfolio standard deviation if the correlation is r = -1.What is the difference between the standard deviations of Scenario 1 and Scenario 2? (Scenario 1 - Scenario 2)  </strong> A) 2.5% B) 5.0% C) 7.5% D) 10.0% E) 15.0% <div style=padding-top: 35px>

A) 2.5%
B) 5.0%
C) 7.5%
D) 10.0%
E) 15.0%
Question
Can the return on a portfolio ever be less than the smallest return on an individual security in the portfolio?
Question
________ is the act of giving something variety.

A) Variance
B) Covariance
C) Deviation
D) Diversification
Question
An increase in nondiversifiable risk

A) would have no effect on the beta and would, therefore, cause no change in the required return.
B) would cause an increase in the beta and would increase the required return.
C) would cause an increase in the beta and would lower the required return.
D) would cause a decrease in the beta and would, therefore, lower the required rate of return.
Question
In a well-diversified portfolio,the most relevant type of risk to a well-diversified investor is

A) firm-specific risk.
B) interest rate risk.
C) exchange rate risk.
D) market risk.
E) unsystematic risk.
Question
________ is what investors do when they invest equal amounts of money in a portfolio of randomly selected stocks.

A) Naive diversification
B) Efficient investing
C) Sharpe's Method
D) Effective portfolio creation
Question
Risk that affects all firms is called

A) management risk.
B) nondiversifiable risk.
C) diversifiable risk.
D) total risk.
Question
Which of the following statements is false?

A) Adding additional securities to a portfolio only reduces market risk.
B) The risk-return relationship relates only to market risk.
C) Reducing market risk usually implies sacrificing expected return.
D) The appropriate measure of risk should only consider the incremental risk a security adds to a well-diversified portfolio.
E) Investors are usually not fully compensated for bearing the total risk associated with a security.
Question
Which of the following is a characteristic of unsystematic risk?

A) Affects one or a few firms
B) Includes events like oil price shocks
C) Cannot be reduced though diversification
D) Is the only risk that investors in the market portfolio worry about
Question
Consider a value-weighted market index that includes the two companies shown in the table.You form a portfolio to mimic the index on Day 1.The mimic portfolio is designed to earn the same return as the index.What is the portfolio weight for Company 1?
<strong>Consider a value-weighted market index that includes the two companies shown in the table.You form a portfolio to mimic the index on Day 1.The mimic portfolio is designed to earn the same return as the index.What is the portfolio weight for Company 1?  </strong> A) 15% B) 16% C) 17% D) 18% E) 19% <div style=padding-top: 35px>

A) 15%
B) 16%
C) 17%
D) 18%
E) 19%
Question
Which of the following is not a source of unsystematic risk?

A) A major economic downturn
B) A crippling labor strike
C) A competitor's successful advertising campaign
D) The departure of a firm's chief executive officer
E) The expiration of a patent
Question
In a well-diversified portfolio,the most relevant type of risk to a well-diversified investor is

A) interest rate risk.
B) unsystematic risk.
C) market risk.
D) exchange rate risk.
E) firm-specific risk.
Question
Consider a value-weighted market index that includes the two companies shown in the table.What is the percentage change in the index from Day 1 to Day 2?
<strong>Consider a value-weighted market index that includes the two companies shown in the table.What is the percentage change in the index from Day 1 to Day 2?  </strong> A) 4.00% B) 4.25% C) 4.50% D) 4.75% E) 5.00% <div style=padding-top: 35px>

A) 4.00%
B) 4.25%
C) 4.50%
D) 4.75%
E) 5.00%
Question
CISCO System's stock has a correlation with the market of 0.65.CISCO's standard deviation of returns is 45% and standard deviation of the market is 20%.What is CISCO System's beta?

A) 0.29
B) 0.85
C) 1.19
D) 1.46
E) 1.76
Question
Which of the following statements is false?

A) Adding more unrelated securities to a portfolio reduces unsystematic risk.
B) Changes in Federal Reserve policy have more effect on systematic risk than unsystematic risk.
C) Systematic risk will increase during a recession.
D) Market risk may be reduced through diversification.
E) Oil shocks affect market risk.
Question
If the stock market becomes more risky (e.g.there is greater uncertainty about the economy),the beta of the market portfolio increases.
Question
A popular value-weighted index is constructed out of shares in the two companies,shown in the table below.On Day 1 you construct a portfolio that mimics the index with 15% invested in Company 1 and 85% invested in Company 2.On Day 2,what trades do you need to make in order to adjust your portfolio weights so that your portfolio earns the same return as the index from Day 2 to Day 3?
<strong>A popular value-weighted index is constructed out of shares in the two companies,shown in the table below.On Day 1 you construct a portfolio that mimics the index with 15% invested in Company 1 and 85% invested in Company 2.On Day 2,what trades do you need to make in order to adjust your portfolio weights so that your portfolio earns the same return as the index from Day 2 to Day 3?  </strong> A) Buy more of Company 1 and buy more of Company 2 B) Buy more of Company 1 and sell some of Company 2 C) Sell some of Company 1 and sell some of Company 2 D) Sell some of Company 1 and buy more of Company 2 E) Make no trades <div style=padding-top: 35px>

A) Buy more of Company 1 and buy more of Company 2
B) Buy more of Company 1 and sell some of Company 2
C) Sell some of Company 1 and sell some of Company 2
D) Sell some of Company 1 and buy more of Company 2
E) Make no trades
Question
________ risk can be eliminated by diversification.

A) Market
B) Unsystematic
C) Nondiversifiable
D) Systematic
Question
Beta is a more relevant measure of risk to an investor with a well-diversified portfolio than to an investor who holds only one stock.
Question
A popular value-weighted index is constructed out of shares in the two companies shown in the table,below.On Day 1 you construct a portfolio that mimics the index.In order for your portfolio to earn the same return as the index from Day 2 to Day 3,what portfolio weight do you need for Company 1 on Day 2?
<strong>A popular value-weighted index is constructed out of shares in the two companies shown in the table,below.On Day 1 you construct a portfolio that mimics the index.In order for your portfolio to earn the same return as the index from Day 2 to Day 3,what portfolio weight do you need for Company 1 on Day 2?  </strong> A) 12% B) 13% C) 14% D) 15% E) 16% <div style=padding-top: 35px>

A) 12%
B) 13%
C) 14%
D) 15%
E) 16%
Question
The slope of the characteristic line is beta.
Question
Consider a value-weighted market index that includes the following two companies.On Day 1 you form a portfolio to mimic the index.(In other words,to earn the same return as the index.)
<strong>Consider a value-weighted market index that includes the following two companies.On Day 1 you form a portfolio to mimic the index.(In other words,to earn the same return as the index.)   What is the portfolio weight on Company 1,and what is the return on the portfolio from Day 1 to Day 2? (Weight %,Return %)</strong> A) 14%, 5% B) 14%, 6% C) 15%, 6% D) 15%, 7% E) 16%, 5% <div style=padding-top: 35px>
What is the portfolio weight on Company 1,and what is the return on the portfolio from Day 1 to Day 2? (Weight %,Return %)

A) 14%, 5%
B) 14%, 6%
C) 15%, 6%
D) 15%, 7%
E) 16%, 5%
Question
________ risk cannot be eliminated by diversification.

A) Market
B) Unsystematic
C) Firm-specific
D) Systemic
Question
You manage a portfolio in which you invest half of your money in T-Bills and the other half in a mutual fund that is indexed to match the market portfolio.What is the beta of this portfolio?

A) 0
B) 0.25
C) 0.50
D) 0.75
E) 1.00
Question
A friend tells you about a fund that does just as well as the market in bull markets but cushions your fall in bear markets.That is,its returns fall by less than the market's in bear markets.Your friend is telling you that the fund's Beta is ________ in bull markets,but that the fund's Beta is ________ in bear markets.

A) less than one; less than one
B) less than one; equal to one
C) equal to one; less than one
D) equal to one; greater than one
E) greater than one; less than one
Question
________ shows that investors who hold the market portfolio do not care about unsystematic risk.

A) Beta
B) Capital Asset Pricing Model
C) Variance
D) Stock Market Index
Question
You own two mutual funds.Fund A has an expected return of 12% and a beta of 0.8.Fund B has an expected return of 18% and a beta of 1.4.If your portfolio beta is the same as the market portfolio,what proportion of your portfolio is invested in fund A?

A) 1/4
B) 1/3
C) 1/2
D) 2/3
E) 3/4
Question
Fishing supply company,Outside Tackle,has its returns graphed against the market returns for a 5 year period.The line that has the best fit for the data has the formula y = .1254 + 1.265x.What information can we derive from this?

A) The beta of Outside Tackle is .1254.
B) The systematic risk of Outside Tackle is less than average for the market.
C) The beta for Outside Tackle is 1.265.
D) Outside Tackle has posted better returns than the market for this time period.
Question
Your portfolio had a beta of 1.233.The portfolio included two stocks.The first stock had a beta of 0.7 and the second had a beta of 1.1.What were the portfolio weights for each stock?

A) -0.333 in stock 1; 1.333 in stock 2
B) -0.333 in stock 2; 1.333 in stock 1
C) 0.333 in stock 1; 0.667 in stock 2
D) 0.333 in stock 2; 0.667 in stock 1
E) None of the above.
Question
Your friend tells you that the Prudent Mutual Fund gives you more downside protection than buying an exchange traded fund (ETF)that mimics the market portfolio.What is he telling you about the fund's Beta?

A) β < 1
B) β > 1
C) β = 1
D) β = 0
Question
Last year the market's return was 7% and Hare Growth earned 9%.This year the market was up and yielded 17%.If Hare Growth's Beta is 1.75,then what is Hare's return this year?

A) 12.25%
B) 15.75%
C) 17.50%
D) 24.50%
E) 26.50%
Question
You hold the following portfolio,consisting of Assets A,B and C.What is the portfolio beta?
<strong>You hold the following portfolio,consisting of Assets A,B and C.What is the portfolio beta?  </strong> A) 0.75 B) 1.00 C) 1.05 D) 1.15 E) 1.25 <div style=padding-top: 35px>

A) 0.75
B) 1.00
C) 1.05
D) 1.15
E) 1.25
Question
The table below gives the historic return over the past five months for the market portfolio and two assets: A and B.Which of the answers below best describes the historic beta for A and B?
<strong>The table below gives the historic return over the past five months for the market portfolio and two assets: A and B.Which of the answers below best describes the historic beta for A and B?  </strong> A) β<sub>A</sub> < 0; β<sub>B</sub> = 0 B) β<sub>A</sub> > 0; β<sub>B</sub> = +1 C) β<sub>A</sub> > 0; β<sub>B</sub> = 0 D) β<sub>A</sub> > +1; β<sub>B</sub> = 0 E) β<sub>A</sub> < -1; β<sub>B</sub> = +1 <div style=padding-top: 35px>

A) βA < 0; βB = 0
B) βA > 0; βB = +1
C) βA > 0; βB = 0
D) βA > +1; βB = 0
E) βA < -1; βB = +1
Question
A friend tells you about a mutual fund that can protect you on the downside.In other words,in bear markets the return on the mutual fund does not fall as much as the market's return.The fund's Beta is:

A) Greater than one
B) Equal to one
C) Less than one
Question
You manage your own portfolio of about twenty stocks.One of which is Honda Motors.The returns on Honda tend to move up and down with the economy as a whole.You decide to sell Honda and replace it with the common stock of Repo-Man Inc.,an asset recovery company.Repo-Man's shares tend to rise when the economy falls,and vice versa.Your portfolio's beta should:

A) Decrease
B) Increase
C) Remain unchanged
D) Either Increase or Decrease
Question
What is the Beta for a security whose returns do not vary across states of nature (a risk-free security)?

A) 0
B) Between 0 and 1
C) 1
D) > 1
E) < 0
Question
The change of risk in a portfolio from the addition of one more share of a particular asset to the portfolio is called

A) CAPM.
B) marginal risk.
C) market risk.
D) diversifiable risk.
Question
Which of the following statements concerning beta is correct?

A) Its calculation is unnecessary and too complicated to be used efficiently.
B) The risk free asset is equal to 1.
C) The portfolio beta is the sum of the single asset betas.
D) It measures the amount of systematic risk possessed by an individual asset.
Question
You own a stock portfolio invested 30% in a film company,20% in a bank stock,10% in a mining company,and 40% in an oil company.The betas of these four stocks are 1.4,0.6,1.5,and 1.8 respectively.What is the portfolio beta?

A) 1.00
B) 1.20
C) 1.35
D) 1.41
E) 1.50
Question
In the Capital Asset Pricing Model (CAPM),beta measures

A) the standard deviation of a single asset.
B) the price volatility of a single security not held in a portfolio.
C) the degree of correlation between two securities.
D) the historical relationship between the returns from an asset and the returns from the efficient portfolio.
E) the firm-specific risk of an asset.
Question
<strong>  Refer to the data in the table.Which asset possesses the greatest amount of systematic risk?</strong> A) A B) B C) C D) Both A and C E) Impossible to tell, given the above information <div style=padding-top: 35px>
Refer to the data in the table.Which asset possesses the greatest amount of systematic risk?

A) A
B) B
C) C
D) Both A and C
E) Impossible to tell, given the above information
Question
The points that do not fall onto the characteristic line for a company don't do so because of

A) Market risk.
B) Non-Diversifiable risk.
C) Total Risk.
D) Firm-Specific risk.
E) Standard Deviation of Returns.
Question
The table below gives the historic return over the past five months for the market portfolio and two assets: A and B.Which of the answers below best describes the historic beta for A and B?
<strong>The table below gives the historic return over the past five months for the market portfolio and two assets: A and B.Which of the answers below best describes the historic beta for A and B?  </strong> A) β<sub>A</sub> < 1; β<sub>B</sub> < 1 B) β<sub>A</sub> = 0; β<sub>B</sub> < 1 C) β<sub>A</sub> = 0; β<sub>B</sub> > 0 D) β<sub>A</sub> > 1; β<sub>B</sub> > 1 E) β<sub>A</sub> < 1; β<sub>B</sub> > 1 <div style=padding-top: 35px>

A) βA < 1; βB < 1
B) βA = 0; βB < 1
C) βA = 0; βB > 0
D) βA > 1; βB > 1
E) βA < 1; βB > 1
Question
The beta of a portfolio

A) does not change over time.
B) is irrelevant, only the betas of the individual assets are important.
C) is the weighted average of the betas of the individual assets in the portfolio.
D) is the sum of the betas of all assets in the portfolio.
Question
You want to buy $20,000 worth of shares in Tootsie Roll Industries Inc.on margin,but you only have $10,000 of your own money to invest.The remaining $10,000 is borrowed by issuing T-Bills; assume the cost of borrowing is the risk-free rate.The weight of Tootsie Roll Industries in your portfolio is 2.0.The weight of T-Bills in your portfolio is -1.0.Assume that Tootsie Roll has a beta of 0.75.What is the beta of the portfolio?

A) 0.75
B) 1.25
C) 1.50
D) 1.75
E) 2.00
Question
You want to buy $20,000 worth of shares in Tootsie Roll Industries Inc.on margin,but you only have $10,000 of your own money to invest.The remaining $10,000 is borrowed by issuing T-Bills; assume the cost of borrowing is the risk-free rate.What is the portfolio weight for Tootsie Roll?

A) 0.25
B) 0.50
C) 1.00
D) 1.50
E) 2.00
Question
Consider the two assets outlined in the table below.What is the beta of the two asset portfolio given that 40% is invested in X?
<strong>Consider the two assets outlined in the table below.What is the beta of the two asset portfolio given that 40% is invested in X?  </strong> A) 0.026 B) 0.085 C) 0.160 D) 0.190 E) 0.220 <div style=padding-top: 35px>

A) 0.026
B) 0.085
C) 0.160
D) 0.190
E) 0.220
Question
Peter Lynch has the following portfolio of investments:
<strong>Peter Lynch has the following portfolio of investments:   What is the beta of Peter's portfolio?</strong> A) 1.000 B) 1.126 C) 1.366 D) 1.534 E) 1.877 <div style=padding-top: 35px>
What is the beta of Peter's portfolio?

A) 1.000
B) 1.126
C) 1.366
D) 1.534
E) 1.877
Question
You want to buy $20,000 worth of shares in Tootsie Roll Industries Inc.on margin,but you only have $10,000 of your own money to invest.The remaining $10,000 is borrowed by issuing T-Bills; assume the cost of borrowing is the risk-free rate.The weight of Tootsie Roll Industries in your portfolio is 2.0.The weight of T-Bills in your portfolio is -1.0.Assume that the expected return on Tootsie Roll is 12% and the expected return on the risk free asset (T-Bills)is 5%.What is the return on your portfolio?

A) 17%
B) 18%
C) 19%
D) 20%
E) 21%
Question
Your video-game addicted nephew tells you that the Nintendo Wii is much better than the Microsoft X-Box.To take advantage of this information,you decide to build a two asset portfolio by buying shares in Nintendo and selling shares short in Microsoft.For your long position you buy 1700 shares of Nintendo at a price of $40 per share.For the short position,you sell 1000 shares in Microsoft at a price of $35 per share.What is the portfolio weight for your short position in Microsoft?

A) -1.06
B) -0.94
C) 0
D) 0.34
E) 0.50
Question
You are looking over your brother's portfolio.In his portfolio,he is holding one long position and one short position.Jimmy,your brother,bought 1,600 shares of Sunny Inc.each for $55.He sold 1,000 shares of Rainy Ltd.for $50 a share.Calculate the portfolio weight on the Rainy Ltd.position.

A) -1.32
B) -0.76
C) -0.50
D) 0.24
E) 0.30
Question
A beta coefficient of + 1 represents an asset that

A) is unaffected by market movement.
B) is less responsive than the market portfolio.
C) has the same response as the market portfolio.
D) is more responsive than the market portfolio.
Question
A friend tips you off on a hot stock: Sure Thing Mines Ltd.You only have $10,000 to invest but you want to invest more.Assume that you can borrow an additional $5,000 by short-selling the risk free asset (issuing T-Bills).You purchase $15,000 worth of shares in Sure Thing Mines Ltd.
The expected returns and standard deviations of the two assets are outlined in the table below:
<strong>A friend tips you off on a hot stock: Sure Thing Mines Ltd.You only have $10,000 to invest but you want to invest more.Assume that you can borrow an additional $5,000 by short-selling the risk free asset (issuing T-Bills).You purchase $15,000 worth of shares in Sure Thing Mines Ltd. The expected returns and standard deviations of the two assets are outlined in the table below:   What is the beta of the portfolio?</strong> A) 1.50 B) 1.70 C) 2.50 D) 2.55 E) 2.70 <div style=padding-top: 35px>
What is the beta of the portfolio?

A) 1.50
B) 1.70
C) 2.50
D) 2.55
E) 2.70
Question
You own a portfolio that is equally invested in three assets: 1)the risk-free asset; 2)Stock 1; and 3)Stock 2.Stock 1 has a beta of 1.9 and the portfolio has the same risk as the market portfolio.
What is the beta of Stock 2 in the portfolio?

A) 1.0
B) 1.1
C) 1.2
D) 1.3
E) 1.4
Question
An individual's portfolio consists of three separate assets.Asset 1 has a beta of 1.4,asset 2 has a beta of .84 and asset 3 has a beta of 1.05.The investor has invested $240 in asset 1,$500 in asset 2,and $260 in asset 3.Calculate the portfolio beta.

A) 1.03
B) 1.17
C) 1.09
D) 0.93
E) 0.85
Question
The beta of the market

A) is 1.
B) is greater than 1.
C) cannot be determined.
D) is less than 1.
Question
A friend brags that she expects to earn a return of 10.25% on her portfolio with a beta of 0.825.Can you match her performance with Stock X (12% return and a beta of 1.1)and the risk free asset that earns a 5% return? With what portfolio weights?

A) Yes, 0.75 Stock X and 0.25 Risk Free Asset
B) Yes, 0.25 Stock X and 0.75 Risk Free Asset
C) Yes, 0.5 Stock X and 0.5 Risk Free Asset
D) No
Question
Beta is the slope of the security market line.
Question
You want to buy $20,000 worth of shares in Tootsie Roll Industries Inc.on margin,but you only have $10,000 of your own money to invest.The remaining $10,000 is borrowed by issuing T-Bills; assume the cost of borrowing is the risk-free rate.What is the portfolio weight for the risk free asset (T-Bills)?

A) -1.00
B) -0.50
C) 1.00
D) 0.50
E) 2.00
Question
Your friend,Dobson,manages the Formula Growth mutual fund.Dobson expects to earn 11% on his portfolio with a beta of 1.2.You only invest in shares of General Electric and T-Bills.You like GE because it was started in 1890 by Thomas Edison,the great American inventor,and it has a diversified portfolio of products including jet engines and MRI diagnostic imaging machines.The expected return of GE is 13% and its beta is 1.40.The expected return on T-Bills is 2%.If you construct your portfolio so that its risk is equal to the risk of Formula Growth,then what portfolio weight do you need on the shares of GE?

A) 0.85
B) 0.86
C) 0.87
D) 0.88
E) 0.89
Question
Warren has a portfolio with three stocks as shown in the table.What is the beta of Warren's portfolio?
<strong>Warren has a portfolio with three stocks as shown in the table.What is the beta of Warren's portfolio?  </strong> A) 0.775 B) 0.988 C) 1.017 D) 1.340 E) 1.505 <div style=padding-top: 35px>

A) 0.775
B) 0.988
C) 1.017
D) 1.340
E) 1.505
Question
If Acme Dynamite stock has a beta of .8 and a standard deviation of 15% and Splat Paintball stock has a beta of 1.3 and a standard deviation of 9%,what is the beta of a portfolio comprised of equal weights of both securities?

A) 24%
B) 12%
C) 18%
D) 1.05
E) 2.10
Question
Tom wishes to calculate the riskiness of his portfolio,which is comprised of equal amounts of two stocks.Which of the following measures would you recommend?

A) Weighted average betas of the two securities
B) A weighted average of the correlation between the two securities
C) Weighted average standard deviations
D) The slope of the security market line
E) A weighted average of the coefficients of variation
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Deck 6: Portfolio Theory
1
Can the risk (variance)of a portfolio ever be less than the smallest risk (variance)of an individual security in the portfolio?

A) No. Yes.
B) No. No.
C) Yes. No.
D) Yes. Yes.
No. Yes.
2
Through diversification it is possible to eliminate all of the company-specific risk inherent in owning stocks.However,as a general rule it will not be possible to eliminate systematic (market)risk.
True
3
If two stocks have a correlation of +1,then the standard deviation of a portfolio between them is given by:
σp = wσ1 + (1 - w)σ2
True
4
________ risk ________ be eliminated through greater diversification and is due to firm-specific or industry-wide factors such as strikes or resource price changes.

A) Systematic; can
B) Systematic; cannot
C) Unsystematic; can
D) Unsystematic; cannot
E) None of the above
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5
Your broker tells you that it is important to diversify because doing so will increase your expected returns,even if you diversify by randomly selecting stocks (naive diversification).
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6
You have decided to create a portfolio with two assets: stock X and stock Y.You invest 20% of your funds in X and 80% of your funds in stock Y.The standard deviation of X is 30% and the standard deviation of Y is 40%.The two stocks have a correlation coefficient of - 0.5.What is the portfolio's standard deviation?

A) 30.00%
B) 29.46%
C) 33.24%
D) 36.92%
E) 40.00%
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7
Answer the following two questions.Assume that the portfolio weights are positive:
1) Can the return on a portfolio ever be less than the smallest return on an individual security in the portfolio?
2) Can the risk (variance) of a portfolio ever be less than the smallest risk (variance) of an individual security in the portfolio?

A) No. Yes.
B) No. No.
C) Yes. No.
D) Yes. Yes.
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8
________ risk affects all stocks to a greater or lesser extent and is due to large macroeconomic shocks.This type of risk ________ be eliminated through diversification.

A) Systematic; can
B) Systematic; cannot
C) Unsystematic; can
D) Unsystematic; cannot
E) None of the above
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9
Which of the following statements is true?

A) A low risk portfolio is constructed by selecting low risk stocks.
B) It is easy to find perfectly negatively correlated stocks.
C) Low risk portfolios will only reflect unsystematic risk.
D) Negatively correlated stocks help build a low risk portfolio.
E) Market risk reduces as more stocks are added to a portfolio.
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10
You construct an equally weighted,two asset portfolio between ACME Corp.,an American valve and regulator manufacturer,and Wayne Enterprises,a Hong Kong property company.The standard deviation of the returns on ACME's shares is 30% and 55% on Wayne Enterprises.Because of the international diversification,the returns on the two companies have no covariance (correlation = zero).What is the standard deviation of returns of the portfolio?

A) 9.81%
B) 17.60%
C) 22.50%
D) 31.32%
E) 42.50%
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11
Consider a 2 asset portfolio with 60% in Google Inc.(GOOG)and 40% in John Deere (DE).Google has a standard deviation of 60%,John Deere has a standard deviation of 45% and their correlation is 0.2.What is the standard deviation of returns of the portfolio?

A) 38.33%
B) 43.35%
C) 45.25%
D) 50.00%
E) 52.50%
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12
Stock A has an expected return of 10% and a standard deviation of 10%.Stock B has an expected return of 15% and a standard deviation of 20%.The two stocks are perfectly negatively correlated ( <strong>Stock A has an expected return of 10% and a standard deviation of 10%.Stock B has an expected return of 15% and a standard deviation of 20%.The two stocks are perfectly negatively correlated (   = -1).What set of weights yields a portfolio with a zero variance?</strong> A) 2/3 in Stock A; 1/3 in Stock B B) 2/3 in Stock B; 1/3 in Stock A C) 2 in Stock A; -1 in Stock B D) 2 in Stock B; -1 in Stock A E) None of the above. = -1).What set of weights yields a portfolio with a zero variance?

A) 2/3 in Stock A; 1/3 in Stock B
B) 2/3 in Stock B; 1/3 in Stock A
C) 2 in Stock A; -1 in Stock B
D) 2 in Stock B; -1 in Stock A
E) None of the above.
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13
Delilah Jones has a portfolio of stocks A and B.See the table below for details.What is the correlation between the two stocks?
<strong>Delilah Jones has a portfolio of stocks A and B.See the table below for details.What is the correlation between the two stocks?  </strong> A) -1.0 B) -0.5 C) 0 D) 0.5 E) 1.0

A) -1.0
B) -0.5
C) 0
D) 0.5
E) 1.0
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14
Stocks A and B are perfectly negatively correlated ( <strong>Stocks A and B are perfectly negatively correlated (   = -1)and their standard deviations are 0.20 and 0.30 respectively.What is the standard deviation of a portfolio with 50% invested in Stock A and 50% invested in Stock B?</strong> A) 5% B) 6% C) 7% D) 8% E) 9% = -1)and their standard deviations are 0.20 and 0.30 respectively.What is the standard deviation of a portfolio with 50% invested in Stock A and 50% invested in Stock B?

A) 5%
B) 6%
C) 7%
D) 8%
E) 9%
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15
The reason for diversification is to reduce the risk (variance).If the covariance is small (negative)then some portfolios have less variance than any individual securities in the portfolio.Think of the bathing suit and umbrellas company example in the Diversification video.
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16
How would you describe the risk of a company's CEO having a heart attack?

A) Not diversifiable or systematic
B) Not diversifiable or unsystematic
C) Diversifiable or unsystematic
D) Diversifiable or systematic
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17
Consider the data provided in the table below for a portfolio of Assets A and B.The correlation of the two assets is ρ = -0.9523.What is the standard deviation of the returns of the portfolio?
<strong>Consider the data provided in the table below for a portfolio of Assets A and B.The correlation of the two assets is ρ = -0.9523.What is the standard deviation of the returns of the portfolio?  </strong> A) 6.25% B) 25% C) 35% D) 55% E) 57.5%

A) 6.25%
B) 25%
C) 35%
D) 55%
E) 57.5%
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18
An investor is considering investing one-half of his wealth in Asset A and one-half in Asset B.He is not sure how the two assets are correlated.The correlation might be r = +1 or it might be r = -1.If it is r = + 1,then the portfolio standard deviation is 15%.Calculate the portfolio standard deviation if the correlation is r = -1.What is the difference between the standard deviations of Scenario 1 and Scenario 2? (Scenario 1 - Scenario 2)
<strong>An investor is considering investing one-half of his wealth in Asset A and one-half in Asset B.He is not sure how the two assets are correlated.The correlation might be r = +1 or it might be r = -1.If it is r = + 1,then the portfolio standard deviation is 15%.Calculate the portfolio standard deviation if the correlation is r = -1.What is the difference between the standard deviations of Scenario 1 and Scenario 2? (Scenario 1 - Scenario 2)  </strong> A) 2.5% B) 5.0% C) 7.5% D) 10.0% E) 15.0%

A) 2.5%
B) 5.0%
C) 7.5%
D) 10.0%
E) 15.0%
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19
Can the return on a portfolio ever be less than the smallest return on an individual security in the portfolio?
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20
________ is the act of giving something variety.

A) Variance
B) Covariance
C) Deviation
D) Diversification
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21
An increase in nondiversifiable risk

A) would have no effect on the beta and would, therefore, cause no change in the required return.
B) would cause an increase in the beta and would increase the required return.
C) would cause an increase in the beta and would lower the required return.
D) would cause a decrease in the beta and would, therefore, lower the required rate of return.
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22
In a well-diversified portfolio,the most relevant type of risk to a well-diversified investor is

A) firm-specific risk.
B) interest rate risk.
C) exchange rate risk.
D) market risk.
E) unsystematic risk.
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23
________ is what investors do when they invest equal amounts of money in a portfolio of randomly selected stocks.

A) Naive diversification
B) Efficient investing
C) Sharpe's Method
D) Effective portfolio creation
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24
Risk that affects all firms is called

A) management risk.
B) nondiversifiable risk.
C) diversifiable risk.
D) total risk.
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25
Which of the following statements is false?

A) Adding additional securities to a portfolio only reduces market risk.
B) The risk-return relationship relates only to market risk.
C) Reducing market risk usually implies sacrificing expected return.
D) The appropriate measure of risk should only consider the incremental risk a security adds to a well-diversified portfolio.
E) Investors are usually not fully compensated for bearing the total risk associated with a security.
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26
Which of the following is a characteristic of unsystematic risk?

A) Affects one or a few firms
B) Includes events like oil price shocks
C) Cannot be reduced though diversification
D) Is the only risk that investors in the market portfolio worry about
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27
Consider a value-weighted market index that includes the two companies shown in the table.You form a portfolio to mimic the index on Day 1.The mimic portfolio is designed to earn the same return as the index.What is the portfolio weight for Company 1?
<strong>Consider a value-weighted market index that includes the two companies shown in the table.You form a portfolio to mimic the index on Day 1.The mimic portfolio is designed to earn the same return as the index.What is the portfolio weight for Company 1?  </strong> A) 15% B) 16% C) 17% D) 18% E) 19%

A) 15%
B) 16%
C) 17%
D) 18%
E) 19%
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28
Which of the following is not a source of unsystematic risk?

A) A major economic downturn
B) A crippling labor strike
C) A competitor's successful advertising campaign
D) The departure of a firm's chief executive officer
E) The expiration of a patent
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29
In a well-diversified portfolio,the most relevant type of risk to a well-diversified investor is

A) interest rate risk.
B) unsystematic risk.
C) market risk.
D) exchange rate risk.
E) firm-specific risk.
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30
Consider a value-weighted market index that includes the two companies shown in the table.What is the percentage change in the index from Day 1 to Day 2?
<strong>Consider a value-weighted market index that includes the two companies shown in the table.What is the percentage change in the index from Day 1 to Day 2?  </strong> A) 4.00% B) 4.25% C) 4.50% D) 4.75% E) 5.00%

A) 4.00%
B) 4.25%
C) 4.50%
D) 4.75%
E) 5.00%
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31
CISCO System's stock has a correlation with the market of 0.65.CISCO's standard deviation of returns is 45% and standard deviation of the market is 20%.What is CISCO System's beta?

A) 0.29
B) 0.85
C) 1.19
D) 1.46
E) 1.76
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32
Which of the following statements is false?

A) Adding more unrelated securities to a portfolio reduces unsystematic risk.
B) Changes in Federal Reserve policy have more effect on systematic risk than unsystematic risk.
C) Systematic risk will increase during a recession.
D) Market risk may be reduced through diversification.
E) Oil shocks affect market risk.
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33
If the stock market becomes more risky (e.g.there is greater uncertainty about the economy),the beta of the market portfolio increases.
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34
A popular value-weighted index is constructed out of shares in the two companies,shown in the table below.On Day 1 you construct a portfolio that mimics the index with 15% invested in Company 1 and 85% invested in Company 2.On Day 2,what trades do you need to make in order to adjust your portfolio weights so that your portfolio earns the same return as the index from Day 2 to Day 3?
<strong>A popular value-weighted index is constructed out of shares in the two companies,shown in the table below.On Day 1 you construct a portfolio that mimics the index with 15% invested in Company 1 and 85% invested in Company 2.On Day 2,what trades do you need to make in order to adjust your portfolio weights so that your portfolio earns the same return as the index from Day 2 to Day 3?  </strong> A) Buy more of Company 1 and buy more of Company 2 B) Buy more of Company 1 and sell some of Company 2 C) Sell some of Company 1 and sell some of Company 2 D) Sell some of Company 1 and buy more of Company 2 E) Make no trades

A) Buy more of Company 1 and buy more of Company 2
B) Buy more of Company 1 and sell some of Company 2
C) Sell some of Company 1 and sell some of Company 2
D) Sell some of Company 1 and buy more of Company 2
E) Make no trades
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35
________ risk can be eliminated by diversification.

A) Market
B) Unsystematic
C) Nondiversifiable
D) Systematic
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36
Beta is a more relevant measure of risk to an investor with a well-diversified portfolio than to an investor who holds only one stock.
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37
A popular value-weighted index is constructed out of shares in the two companies shown in the table,below.On Day 1 you construct a portfolio that mimics the index.In order for your portfolio to earn the same return as the index from Day 2 to Day 3,what portfolio weight do you need for Company 1 on Day 2?
<strong>A popular value-weighted index is constructed out of shares in the two companies shown in the table,below.On Day 1 you construct a portfolio that mimics the index.In order for your portfolio to earn the same return as the index from Day 2 to Day 3,what portfolio weight do you need for Company 1 on Day 2?  </strong> A) 12% B) 13% C) 14% D) 15% E) 16%

A) 12%
B) 13%
C) 14%
D) 15%
E) 16%
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38
The slope of the characteristic line is beta.
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39
Consider a value-weighted market index that includes the following two companies.On Day 1 you form a portfolio to mimic the index.(In other words,to earn the same return as the index.)
<strong>Consider a value-weighted market index that includes the following two companies.On Day 1 you form a portfolio to mimic the index.(In other words,to earn the same return as the index.)   What is the portfolio weight on Company 1,and what is the return on the portfolio from Day 1 to Day 2? (Weight %,Return %)</strong> A) 14%, 5% B) 14%, 6% C) 15%, 6% D) 15%, 7% E) 16%, 5%
What is the portfolio weight on Company 1,and what is the return on the portfolio from Day 1 to Day 2? (Weight %,Return %)

A) 14%, 5%
B) 14%, 6%
C) 15%, 6%
D) 15%, 7%
E) 16%, 5%
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40
________ risk cannot be eliminated by diversification.

A) Market
B) Unsystematic
C) Firm-specific
D) Systemic
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41
You manage a portfolio in which you invest half of your money in T-Bills and the other half in a mutual fund that is indexed to match the market portfolio.What is the beta of this portfolio?

A) 0
B) 0.25
C) 0.50
D) 0.75
E) 1.00
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42
A friend tells you about a fund that does just as well as the market in bull markets but cushions your fall in bear markets.That is,its returns fall by less than the market's in bear markets.Your friend is telling you that the fund's Beta is ________ in bull markets,but that the fund's Beta is ________ in bear markets.

A) less than one; less than one
B) less than one; equal to one
C) equal to one; less than one
D) equal to one; greater than one
E) greater than one; less than one
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43
________ shows that investors who hold the market portfolio do not care about unsystematic risk.

A) Beta
B) Capital Asset Pricing Model
C) Variance
D) Stock Market Index
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44
You own two mutual funds.Fund A has an expected return of 12% and a beta of 0.8.Fund B has an expected return of 18% and a beta of 1.4.If your portfolio beta is the same as the market portfolio,what proportion of your portfolio is invested in fund A?

A) 1/4
B) 1/3
C) 1/2
D) 2/3
E) 3/4
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45
Fishing supply company,Outside Tackle,has its returns graphed against the market returns for a 5 year period.The line that has the best fit for the data has the formula y = .1254 + 1.265x.What information can we derive from this?

A) The beta of Outside Tackle is .1254.
B) The systematic risk of Outside Tackle is less than average for the market.
C) The beta for Outside Tackle is 1.265.
D) Outside Tackle has posted better returns than the market for this time period.
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46
Your portfolio had a beta of 1.233.The portfolio included two stocks.The first stock had a beta of 0.7 and the second had a beta of 1.1.What were the portfolio weights for each stock?

A) -0.333 in stock 1; 1.333 in stock 2
B) -0.333 in stock 2; 1.333 in stock 1
C) 0.333 in stock 1; 0.667 in stock 2
D) 0.333 in stock 2; 0.667 in stock 1
E) None of the above.
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47
Your friend tells you that the Prudent Mutual Fund gives you more downside protection than buying an exchange traded fund (ETF)that mimics the market portfolio.What is he telling you about the fund's Beta?

A) β < 1
B) β > 1
C) β = 1
D) β = 0
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48
Last year the market's return was 7% and Hare Growth earned 9%.This year the market was up and yielded 17%.If Hare Growth's Beta is 1.75,then what is Hare's return this year?

A) 12.25%
B) 15.75%
C) 17.50%
D) 24.50%
E) 26.50%
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49
You hold the following portfolio,consisting of Assets A,B and C.What is the portfolio beta?
<strong>You hold the following portfolio,consisting of Assets A,B and C.What is the portfolio beta?  </strong> A) 0.75 B) 1.00 C) 1.05 D) 1.15 E) 1.25

A) 0.75
B) 1.00
C) 1.05
D) 1.15
E) 1.25
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50
The table below gives the historic return over the past five months for the market portfolio and two assets: A and B.Which of the answers below best describes the historic beta for A and B?
<strong>The table below gives the historic return over the past five months for the market portfolio and two assets: A and B.Which of the answers below best describes the historic beta for A and B?  </strong> A) β<sub>A</sub> < 0; β<sub>B</sub> = 0 B) β<sub>A</sub> > 0; β<sub>B</sub> = +1 C) β<sub>A</sub> > 0; β<sub>B</sub> = 0 D) β<sub>A</sub> > +1; β<sub>B</sub> = 0 E) β<sub>A</sub> < -1; β<sub>B</sub> = +1

A) βA < 0; βB = 0
B) βA > 0; βB = +1
C) βA > 0; βB = 0
D) βA > +1; βB = 0
E) βA < -1; βB = +1
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51
A friend tells you about a mutual fund that can protect you on the downside.In other words,in bear markets the return on the mutual fund does not fall as much as the market's return.The fund's Beta is:

A) Greater than one
B) Equal to one
C) Less than one
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52
You manage your own portfolio of about twenty stocks.One of which is Honda Motors.The returns on Honda tend to move up and down with the economy as a whole.You decide to sell Honda and replace it with the common stock of Repo-Man Inc.,an asset recovery company.Repo-Man's shares tend to rise when the economy falls,and vice versa.Your portfolio's beta should:

A) Decrease
B) Increase
C) Remain unchanged
D) Either Increase or Decrease
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53
What is the Beta for a security whose returns do not vary across states of nature (a risk-free security)?

A) 0
B) Between 0 and 1
C) 1
D) > 1
E) < 0
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54
The change of risk in a portfolio from the addition of one more share of a particular asset to the portfolio is called

A) CAPM.
B) marginal risk.
C) market risk.
D) diversifiable risk.
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55
Which of the following statements concerning beta is correct?

A) Its calculation is unnecessary and too complicated to be used efficiently.
B) The risk free asset is equal to 1.
C) The portfolio beta is the sum of the single asset betas.
D) It measures the amount of systematic risk possessed by an individual asset.
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56
You own a stock portfolio invested 30% in a film company,20% in a bank stock,10% in a mining company,and 40% in an oil company.The betas of these four stocks are 1.4,0.6,1.5,and 1.8 respectively.What is the portfolio beta?

A) 1.00
B) 1.20
C) 1.35
D) 1.41
E) 1.50
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57
In the Capital Asset Pricing Model (CAPM),beta measures

A) the standard deviation of a single asset.
B) the price volatility of a single security not held in a portfolio.
C) the degree of correlation between two securities.
D) the historical relationship between the returns from an asset and the returns from the efficient portfolio.
E) the firm-specific risk of an asset.
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58
<strong>  Refer to the data in the table.Which asset possesses the greatest amount of systematic risk?</strong> A) A B) B C) C D) Both A and C E) Impossible to tell, given the above information
Refer to the data in the table.Which asset possesses the greatest amount of systematic risk?

A) A
B) B
C) C
D) Both A and C
E) Impossible to tell, given the above information
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59
The points that do not fall onto the characteristic line for a company don't do so because of

A) Market risk.
B) Non-Diversifiable risk.
C) Total Risk.
D) Firm-Specific risk.
E) Standard Deviation of Returns.
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60
The table below gives the historic return over the past five months for the market portfolio and two assets: A and B.Which of the answers below best describes the historic beta for A and B?
<strong>The table below gives the historic return over the past five months for the market portfolio and two assets: A and B.Which of the answers below best describes the historic beta for A and B?  </strong> A) β<sub>A</sub> < 1; β<sub>B</sub> < 1 B) β<sub>A</sub> = 0; β<sub>B</sub> < 1 C) β<sub>A</sub> = 0; β<sub>B</sub> > 0 D) β<sub>A</sub> > 1; β<sub>B</sub> > 1 E) β<sub>A</sub> < 1; β<sub>B</sub> > 1

A) βA < 1; βB < 1
B) βA = 0; βB < 1
C) βA = 0; βB > 0
D) βA > 1; βB > 1
E) βA < 1; βB > 1
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61
The beta of a portfolio

A) does not change over time.
B) is irrelevant, only the betas of the individual assets are important.
C) is the weighted average of the betas of the individual assets in the portfolio.
D) is the sum of the betas of all assets in the portfolio.
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62
You want to buy $20,000 worth of shares in Tootsie Roll Industries Inc.on margin,but you only have $10,000 of your own money to invest.The remaining $10,000 is borrowed by issuing T-Bills; assume the cost of borrowing is the risk-free rate.The weight of Tootsie Roll Industries in your portfolio is 2.0.The weight of T-Bills in your portfolio is -1.0.Assume that Tootsie Roll has a beta of 0.75.What is the beta of the portfolio?

A) 0.75
B) 1.25
C) 1.50
D) 1.75
E) 2.00
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63
You want to buy $20,000 worth of shares in Tootsie Roll Industries Inc.on margin,but you only have $10,000 of your own money to invest.The remaining $10,000 is borrowed by issuing T-Bills; assume the cost of borrowing is the risk-free rate.What is the portfolio weight for Tootsie Roll?

A) 0.25
B) 0.50
C) 1.00
D) 1.50
E) 2.00
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64
Consider the two assets outlined in the table below.What is the beta of the two asset portfolio given that 40% is invested in X?
<strong>Consider the two assets outlined in the table below.What is the beta of the two asset portfolio given that 40% is invested in X?  </strong> A) 0.026 B) 0.085 C) 0.160 D) 0.190 E) 0.220

A) 0.026
B) 0.085
C) 0.160
D) 0.190
E) 0.220
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65
Peter Lynch has the following portfolio of investments:
<strong>Peter Lynch has the following portfolio of investments:   What is the beta of Peter's portfolio?</strong> A) 1.000 B) 1.126 C) 1.366 D) 1.534 E) 1.877
What is the beta of Peter's portfolio?

A) 1.000
B) 1.126
C) 1.366
D) 1.534
E) 1.877
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66
You want to buy $20,000 worth of shares in Tootsie Roll Industries Inc.on margin,but you only have $10,000 of your own money to invest.The remaining $10,000 is borrowed by issuing T-Bills; assume the cost of borrowing is the risk-free rate.The weight of Tootsie Roll Industries in your portfolio is 2.0.The weight of T-Bills in your portfolio is -1.0.Assume that the expected return on Tootsie Roll is 12% and the expected return on the risk free asset (T-Bills)is 5%.What is the return on your portfolio?

A) 17%
B) 18%
C) 19%
D) 20%
E) 21%
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67
Your video-game addicted nephew tells you that the Nintendo Wii is much better than the Microsoft X-Box.To take advantage of this information,you decide to build a two asset portfolio by buying shares in Nintendo and selling shares short in Microsoft.For your long position you buy 1700 shares of Nintendo at a price of $40 per share.For the short position,you sell 1000 shares in Microsoft at a price of $35 per share.What is the portfolio weight for your short position in Microsoft?

A) -1.06
B) -0.94
C) 0
D) 0.34
E) 0.50
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68
You are looking over your brother's portfolio.In his portfolio,he is holding one long position and one short position.Jimmy,your brother,bought 1,600 shares of Sunny Inc.each for $55.He sold 1,000 shares of Rainy Ltd.for $50 a share.Calculate the portfolio weight on the Rainy Ltd.position.

A) -1.32
B) -0.76
C) -0.50
D) 0.24
E) 0.30
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69
A beta coefficient of + 1 represents an asset that

A) is unaffected by market movement.
B) is less responsive than the market portfolio.
C) has the same response as the market portfolio.
D) is more responsive than the market portfolio.
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70
A friend tips you off on a hot stock: Sure Thing Mines Ltd.You only have $10,000 to invest but you want to invest more.Assume that you can borrow an additional $5,000 by short-selling the risk free asset (issuing T-Bills).You purchase $15,000 worth of shares in Sure Thing Mines Ltd.
The expected returns and standard deviations of the two assets are outlined in the table below:
<strong>A friend tips you off on a hot stock: Sure Thing Mines Ltd.You only have $10,000 to invest but you want to invest more.Assume that you can borrow an additional $5,000 by short-selling the risk free asset (issuing T-Bills).You purchase $15,000 worth of shares in Sure Thing Mines Ltd. The expected returns and standard deviations of the two assets are outlined in the table below:   What is the beta of the portfolio?</strong> A) 1.50 B) 1.70 C) 2.50 D) 2.55 E) 2.70
What is the beta of the portfolio?

A) 1.50
B) 1.70
C) 2.50
D) 2.55
E) 2.70
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71
You own a portfolio that is equally invested in three assets: 1)the risk-free asset; 2)Stock 1; and 3)Stock 2.Stock 1 has a beta of 1.9 and the portfolio has the same risk as the market portfolio.
What is the beta of Stock 2 in the portfolio?

A) 1.0
B) 1.1
C) 1.2
D) 1.3
E) 1.4
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72
An individual's portfolio consists of three separate assets.Asset 1 has a beta of 1.4,asset 2 has a beta of .84 and asset 3 has a beta of 1.05.The investor has invested $240 in asset 1,$500 in asset 2,and $260 in asset 3.Calculate the portfolio beta.

A) 1.03
B) 1.17
C) 1.09
D) 0.93
E) 0.85
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73
The beta of the market

A) is 1.
B) is greater than 1.
C) cannot be determined.
D) is less than 1.
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74
A friend brags that she expects to earn a return of 10.25% on her portfolio with a beta of 0.825.Can you match her performance with Stock X (12% return and a beta of 1.1)and the risk free asset that earns a 5% return? With what portfolio weights?

A) Yes, 0.75 Stock X and 0.25 Risk Free Asset
B) Yes, 0.25 Stock X and 0.75 Risk Free Asset
C) Yes, 0.5 Stock X and 0.5 Risk Free Asset
D) No
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75
Beta is the slope of the security market line.
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76
You want to buy $20,000 worth of shares in Tootsie Roll Industries Inc.on margin,but you only have $10,000 of your own money to invest.The remaining $10,000 is borrowed by issuing T-Bills; assume the cost of borrowing is the risk-free rate.What is the portfolio weight for the risk free asset (T-Bills)?

A) -1.00
B) -0.50
C) 1.00
D) 0.50
E) 2.00
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77
Your friend,Dobson,manages the Formula Growth mutual fund.Dobson expects to earn 11% on his portfolio with a beta of 1.2.You only invest in shares of General Electric and T-Bills.You like GE because it was started in 1890 by Thomas Edison,the great American inventor,and it has a diversified portfolio of products including jet engines and MRI diagnostic imaging machines.The expected return of GE is 13% and its beta is 1.40.The expected return on T-Bills is 2%.If you construct your portfolio so that its risk is equal to the risk of Formula Growth,then what portfolio weight do you need on the shares of GE?

A) 0.85
B) 0.86
C) 0.87
D) 0.88
E) 0.89
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78
Warren has a portfolio with three stocks as shown in the table.What is the beta of Warren's portfolio?
<strong>Warren has a portfolio with three stocks as shown in the table.What is the beta of Warren's portfolio?  </strong> A) 0.775 B) 0.988 C) 1.017 D) 1.340 E) 1.505

A) 0.775
B) 0.988
C) 1.017
D) 1.340
E) 1.505
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79
If Acme Dynamite stock has a beta of .8 and a standard deviation of 15% and Splat Paintball stock has a beta of 1.3 and a standard deviation of 9%,what is the beta of a portfolio comprised of equal weights of both securities?

A) 24%
B) 12%
C) 18%
D) 1.05
E) 2.10
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80
Tom wishes to calculate the riskiness of his portfolio,which is comprised of equal amounts of two stocks.Which of the following measures would you recommend?

A) Weighted average betas of the two securities
B) A weighted average of the correlation between the two securities
C) Weighted average standard deviations
D) The slope of the security market line
E) A weighted average of the coefficients of variation
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Unlock Deck
Unlock for access to all 136 flashcards in this deck.