Mid-Term Flashcards

1
Q

How is James’s risk aversion coefficient estimated from questionnaire scores?

A

By finding the median score and using interpolation between known score ranges

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2
Q

What is a risk aversion coefficient?

A

A measure of how much an investor dislikes risk, with higher values indicating greater aversion to risk.

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3
Q

What does a low risk aversion coefficient imply about an investor’s preferences?

A

They are more comfortable with taking on risk for potentially higher returns.

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4
Q

How do higher questionnaire scores relate to risk aversion?

A

Higher scores indicate lower risk aversion.

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5
Q

How do you calculate the weight of an asset in a portfolio?

A

Divide the value of the asset by the total value of the portfolio.

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6
Q

What is the formula for the expected return of a two-asset portfolio?

A

E(Rp)=W e×E(R e)+W β×E(R β).

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7
Q

What does the weight of equities in a portfolio represent?

A

The percentage of the total investment allocated to equities.

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8
Q

What two components are needed to calculate the portfolio’s expected return?

A

The weights of each asset and their individual expected returns.

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9
Q

Why is the weighted average used to calculate portfolio return?

A

It reflects each asset’s contribution to the overall return based on its proportion in the portfolio.

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10
Q

What is the formula for the standard deviation of a two-asset portfolio?

A

σp​=(We2​×σe2​)+(Wβ2​×σβ2​)+(2×We​×Wβ​×σe​×σβ​×ρₑβ​​)​.”

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11
Q

What does correlation between assets indicate?

A

How closely the returns of the assets move together.

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12
Q

Why is correlation important in portfolio risk calculation?

A

It affects how much diversification benefits reduce risk.

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13
Q

What is the impact of a high correlation between two assets on portfolio risk?

A

Less reduction in risk due to limited diversification benefits.

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14
Q

If two assets have a correlation of zero, what effect does this have on portfolio risk?

A

Their movements do not influence each other, allowing for potentially lower risk.

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15
Q

What is a minimum-variance portfolio?

A

The portfolio with the lowest possible risk for a given set of assets.

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16
Q
A