Chapter 5: Uncertainty
Multiple Choice Questions
Probability is sometimes defined as
- the expected profit of a fair bet.
- the most likely outcome of a given experiment.
- the outcome that will occur on average for a given experiment.
- the relative frequency with which an event will occur.
Expected value is defined as
- the profit on a fair bet.
- the most likely outcome of a given experiment.
- the outcome that will occur on average for a given experiment.
- the relative frequency with which an event will occur.
If a fair game is played many times the monetary losses or gains will
- approach zero.
- be negative.
- be positive.
- result in an outcome that cannot be determined without more information.
People who choose not to participate in fair games are called
- risk takers.
- risk averse.
- risk neutral.
- broke.
A game can be described as “fair” if the expected value of the game (including any costs of play) is
- positive.
- zero.
- negative.
- one.
Risk aversion is best explained by
- timidity.
- increasing marginal utility of income.
- constant marginal utility of income.
- decreasing marginal utility of income.
An individual will never buy complete insurance if
- he or she is risk averse.
- insurance premiums are unfair.
- he or she is a risk taker.
- insurance premiums are fair.
With moral hazard fair insurance contracts are not viable because
- individuals’ aversion to risk is reduced.
- insurance company’s administrative costs are increased.
- individuals fear unscrupulous agents.
- probabilities of loss are increased over what is expected.
Risk averse individuals will diversify their investments because this will
- increase their expected returns.
- provide them with some much-needed variety.
- reduce the variability of their returns.
- reduce their transactions costs.
Suppose a lottery ticket costs €1 and the probability that a holder will win nothing is 90%. What must the jackpot be for this to be a fair bet?
- 10
- 100
- 1000
- 10000