Q1Which of the following statements describes a risk averse individual when faced with income from a risky activity?
1.Group of answer choices
2.Her risk premium is positive
3.Her risk premium is negative
4.None of the above
Q2Which of the following statements describes a risk loving individual when faced with income from a risky activity?
1.Her certainty equivalent is greater than the expected value of income from the risky activity
2.Her certainty equivalent is less than the expected value of income from the risky activity
3.Her certainty equivalent is equal to the expected value of income from the risky activity
4.None of the above
Q3.If the poor student was offered $1 to not play the lottery offered, what would they do?
1.Take the $1 for certain
2.Play the risky gamble
3.She is indifferent between the two options
Q4 If the rich student was offered $1 to not play the lottery offered, what would they do?
1. Take the $1 for certain
2. Play the risky gamble
3. She is indifferent between the two options
1. Option 2 is correct. When an individual is risk-averse then she will go with the positive risk premium. As she doesn't want to take any kind of risk. The positive risk premium is her minimum willingness to accept compensation for the risk.
2. Option 1 is correct. The risk-loving individual will only do any risky activity if there is the possibility of getting more in return. So when her certainty is greater than the expected value of income she is likely to take the risk.
3. Option 1 is correct. The student is poor so she doesn't want to lose the money she has, to earn more. So she is not willing to take any risk and won't play the risky gamble.
4. Option 3 is correct. The student is rich, so she has a lot of money and doesn't bother about $1. In this case, there is her choice of what she wants to do. She is indifferent in playing the risky gamble.
Q1Which of the following statements describes a risk averse individual when faced with income from a...
Which of the following statements describes a risk loving individual? Her certainty equivalent is greater than the expected value of the income from the chosen activity Her certainty equivalent is less than the expected value of the income from the chosen activity Her certainty equivalent is equal to the expected value of the income from the chosen activity None of the above
2. (a) Explain the terms risk averse, risk loving and risk neutral with the aid of diagrams. Jane's utility (U) depends upon her income( Y) according to the following table U(Y) 50 7 100 9.5 150 200一一 14 250 300 350 12 16.5 17 19 She has received a prize with an uncertain value. In particular, with probability 0.25 she wins $300 and with probability 0.75 she wins $100. (b) What is the expected payoff from this prize? What is...
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Incorrect Question 13 0/0.27 pts A risk-averse individual prefers the expected utility of income of a risky gamble to the utility of expected income of the same risky gamble outcomes with highly divergent probabilities so that one of the outcomes is almost certain outcomes with 50-50 odds to those with more divergent probabilities, no matter what the dollar outcomes. . outcomes with higher probabilities assigned to more favorable outcomes, no matter what the outcomes are....
True or False: 1) How a risky choice is framed can influence the decision made by an individual whose behavior can be explained using expected utility theory. 2) Although their expected utilities are different, a risk-averse person and a risk-loving person obtain the same certainty equivalent from a given gamble. 3) For a risk-averse individual, the utility of the expected value of a bet exceeds the expected utility of the bet. 4) A risk preferring individual will pay to take...
6. A decision maker has a vNM utility function over money of u(x) = x2. This decision maker is (a) risk-averse. (b) risk-neutral. (c) risk-loving. (d) none of the above. 7. Consider two lotteries: • Lottery 1: The gamble (0.1, 0.6, 0.3) over the final wealth levels ($1, $2, $3). (The expected value of this lottery equals $2.2) • Lottery 2: Get $2.2 for sure. a) Any risk-averse individual will choose the first lottery. b) Any risk-averse individual will choose...
2. An individual has a vNM utility function over money of u(x) -Vx, where x is final wealth. Assume the individual currently has $16. He is offered a lottery with three possible outcomes; he could gain an extra S9, lose $7, or not lose or gain anything. There is a 15% probability that he will win the extra $9, what minimum probability, p, of losing S7 would ensure that the individual chooses to not play the lottery? (a) p >...
1, 2, assume that the individual`s utility function is given by: An individual with an income of 1000 is considering the purchase of a risky asset for $250. There is a 40% chance the asset will earn $1000 and a 60% chance it will be worthless. Will the individual purchase this asset? What is the cost of risk for this individual if the asset is purchased? How much will the cost of risk be if a 2nd identical person is...
1. a. Two investors, A and B, are evaluating the same investment opportunity, which has an expected value of £100. The utility functions of A and B are ln(x) and x2, respectively. Which investor has a certainty equivalent higher than 100? Which investor requires the higher risk premium? b. (i) Describe suitable measures of risk for ‘loss-aversion’ and ‘risk aversion’. (ii) Concisely define the term ‘risk neutral’ with respect to a utility function u (w), where w is the realisation...
In which of the following scenarios is it most likely that the taxpayer derived ordinary income in the current tax year ended 30 June? Select one: 1. A full-time student sells home-made soaps at the local markets once every two months. The student has earned $1000 for the income year. 2. A retailer receives a prize of a laptop computer from a manufacturer on 15 June of the current tax year valued at $1000 for achieving the highest quarterly sales...
QUESTION 18
Which of the following statements is CORRECT?
1.
An investor can eliminate virtually all diversifiable risk if
he or she holds a very large, well-diversified portfolio of
stocks.
2.
Once a portfolio has about 40 stocks, adding additional stocks
will not reduce its risk by even a small amount.
3.
It is impossible to have a situation where the market risk of
a single stock is less than that of a portfolio that includes the
stock.
4.
An...