Exam 5: Understanding Risk

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An investor practicing hedging would be most likely to:

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An investment with a large spread between possible payoffs will generally have:

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Explain why returns on assets compensate for systematic risk but not for idiosyncratic risk.

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Briefly explain the difference between idiosyncratic risk and systematic risk.Provide an example of each.

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Explain why a riskier asset offers a higher expected return.

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A risk-averse investor compared to a risk-neutral investor would:

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An investment will pay $2,000 half of the time and $1,400 half of the time.The standard deviation for this investment is:

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Spreading risk involves:

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Which of the following statements is true?

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Identify at least three possible sources for a risk an individual may face in planning for retirement.

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What would be the impact of leverage on the expected return and standard deviation of purchasing an asset with 10% of the owner's funds and 90% borrowed funds?

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An investor puts $2,000 into an investment that will pay $2,500 one-fourth of the time; $2,000 one-half of the time, and $1,750 the rest of the time.What is the investor's expected return?

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Risk-free investments have rates of return:

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Why isn't it correct to say that people who are risk averse avoid risk?

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Compute the expected return, standard deviation, and value at risk for each of the following investments: Investment (A): Pays $800 three-fourths of the time and a $1200 loss otherwise. Investment (B): Pays $1000 loss half of the time and a $1600 gain otherwise. State which investment will be preferred by each of the following investors, and explain why. (i) a risk-neutral investor. (ii) an investor who seeks to avoid the worst-case scenario. (iii) a risk-averse investor.

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Explain why insurance companies may find themselves at times having to refuse business.

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All other factors held constant, an investment:

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Another name for the expected value of an investment would be the:

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Calculate the expected value of an investment that has the following payoff frequency: a quarter of the time it will pay $2,000, half of the time it will pay $1,000 and the remaining time it will pay $0.

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You do some research and find for a driver of your age and gender the probability of having an accident that results in damage to your automobile exceeding $100 is 1/10 per year.Your auto insurance company will reduce your annual premium by $40 if you will increase your collision deductible from $100 to $250.Should you? Explain. E.L.= 0.1($150) + 0.9($0) = $15.00.Since this expected loss is less than the $40 in premium savings it makes good sense to increase the deductible.

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